# Percentage Calculator

A percentage calculator is a simple online tool that allows you to calculate various percentages. For example, you can use it to calculate multiple percentages, such as tips, sales tax, discounts, interest, profit margin, and so on.

The percentage calculator can also be used to calculate the percent change (increase or decrease) in an amount or rate.

This article will explain what the percentage calculator is and how to use it to figure out different percentages.

** **What is a percentage?

A number, a ratio, or a fraction may each be represented in a variety of different ways; one of these methods is called a percentage. Percentages are important in many parts of everyday life, such as expressing probability, making marks, and understanding other ideas.

The symbol that is used to symbolize it is a “%.” You can easily convert a percentage into its decimal form. Suppose ten percent is 0.01 in this case.

You may also use the percentage to compare two numbers and find out by how much one number is greater than the other. Additionally, it may be used to compare the two values on a standardized scale.

The conversion from percentages to decimals is a simple mathematical process. Calculate the percentage as a fraction of 100, and you will have your answer. Percentages are very important in various fields; in chemistry, stating certain values using percentages may sometimes be more accurate than using decimal fractions.

For instance, it is considerably simpler to remark that the percentage concentration of a specific material is 9.88% rather than state that there are 10.46 grams of substance in 105.86 grams of solution. This is because the first statement is more accurate and concise.

If you are a student of commerce, you will use percentages every day to figure out things like taxes, interest, inflation, and other things that affect the economy.

## What is a percentage calculator?

The calculations you need to conduct, no matter how simple or complex, are easily accomplished with the help of a percentage calculator. The tool is designed to be intuitive for its users and quick to learn how to use effectively.

You need to fill in the required fields, and after you click on the calculate button, the last field will automatically display the needed answer.

You may get a feel for how our tool operates by simulating various scenarios by inputting different combinations of data into its provided areas. In addition, it displays the history of your computations, making it simple to keep track of everything.

** **Percentage Change Calculator

Percentage Change is a mathematical figure that represents the amount of change that has occurred over time.In finance, the percentage change is typically used to determine how an item’s price has changed throughout a specific period. The percentage change formula may be used to calculate almost any quantity that is being analyzed over a period of time.

A percentage change calculator is tool that can be used to determine the percentage increase or decrease of values. Calculating the percentage of an increase or drop begins with calculating the difference between two numbers and then comparing that difference to the value at the beginning of the calculation.

In mathematics, this is calculated by getting the the difference between two values, dividing the resulting number by the beginning value, and then getting an estimate of how much the initial value has changed as a consequence.

The calculator for the percentage increase determines whether the input value will experience a rise or a drop by a certain percentage.

The process consists mostly of translating a percentage into its decimal counterpart and then either taking the decimal equivalent away (which will result in a reduction) or adding it to 1 (which will result in an increase). If you multiply the initial number by this value, the outcome will be either an increase or a drop in the number by the amount of percentage that was supplied before.

## Percentage Increase

The term “percentage increase” refers to the amount that a percentage or value has grown over a period of time. To get at this figure, you will first calculate the difference between the initial value and the present value.

When you have found the figure, you will need to perform the calculation that determines the percentage of change. You may not have all the information you need to assess how much the two numbers vary from one another if you just know difference between the numbers.

You may use the formula for the percentage rise in price to figure out how the cost of a certain service or product over a period of time. Utilizing a calculator that accounts for percentage changes is the most efficient way to perform the computation necessary to estimate the percentage increase that results in a value.

For example, increase $20 by 30%. To use the calculator effectively, you will need to enter the values that you want to see increased into the appropriate field and then select the increase option. If you use the calculator and then click the button labeled “calculate,” it will immediately give you the appropriate response in the space that has been allotted for it.

In the event that you do not wish to utilize the calculator for the percentage increase, the calculation that is presented below will give you the result that you are looking for. If your goal is to find the percentage and not the amount it was increased to, you will have to use the formula below.

The formula for calculating the percentage increase is as follows:

% increase = [(new value – initial value)/initial value]* 100

The following is an illustration of the formula in action. Let’s say that in one year, the value of a property that was initially worth $100,000 rose to $130,000. What is the annualized rate of the property’s appreciation?

To find out the answer to the illustration, apply the following procedures in order to solve this question:

### Determine what the previous value was and then compare it to the current value.

Determine what the initial value is and what the new value is using the illustration. It is very crucial that you take note of it because you will be using it in the formula later on.

### Place the values in the appropriate spots in the formula.

First, take the new value and subtract the initial value from it; then divide the resulting number by the initial value. Then, multiply the value by 100. The answer you get, “the percentage increase,” is the correct answer. You can use a percentage change calculator to verify that your answer is correct.

% increase= [(130,000-100,000)/100,000]* 100 = 30%.

## Percentage Decrease

The difference between an initial value and the new value of numbers or the number of items is represented by a percentage decrease.

Regardless of the units being used, a percentage change calculator displays a number that has decreased in comparison to the original and is stated as a percentage. It is essential to know how to manually calculate a percentage decrease in the event that you do not have access to a calculator.

The decreased number may be calculated by subtracting the final number from the initial number. To calculate, you need to know both the initial amount as well as the updated amount. If the new amount is to be less than the old one, then the change cannot result in an increase.

The formula for calculating the percentage decrease is as follows:

Percentage decrease = [(initial value–new value)/initial value] * 100

Use this formula to determine the percentage by which the old value has decreased in comparison to the new value. To begin, you will use the subtraction operation to determine the difference between the old number and the new one. Then divide this difference by the initial value to get the decrease. To get the percentage equivalent, multiply the final number by 100.

Below is an illustration to help you understand better:

Imagine that the retail price of a bag at a shop was $500 when it was first purchased. After then, the owner of the business makes the decision to have sales, during which consumers have the opportunity to acquire things at a reduced price.

As a result of the sales, the original cost of the bag has been reduced to its current value of $450. Follow these steps to get an accurate estimate of how much the bag’s market value has dropped:

- Deduct the price of the bag when it was first purchased from the final sale price: $500 – $450 = $50.
- After that, divide the difference in prices by the starting price of $50 by $500 to get 0.1.
- The percentage of the difference may then be calculated by multiplying 0.1 by 100.

This indicates that the price has decreased by 10%. The percentage-change calculator is always available for you to use in order to verify your answer.

** **How a Percentage Calculator Works

It is very simple to use a percentage calculator; simply enter the required information into each field.Then click on Calculate to determine the percentage or end the problem.

There are various forms of percentage calculators, such as a percentage increase or decrease calculator, a percentage change calculator, a percentage point calculator, and a percentage difference calculator.

** **Common forms of percentage problems

There are three primary categories of challenges using percentages that you could need a percentage calculator or formula for. The following are some of these problems:

### 1. Finding out what the percentage is

If you need to determine the percentage of two or more numbers, one possible question to ask is, “What percentage of 10 is 5?”

In the following example, you will need to calculate, using a percentage calculator, what proportion of 10 is comprised of the number 5, so that you can answer the question. In this specific example, you would do the division by using the number 5.

You will divide 5 by 10, which is equal to 0.5. After then, you would multiply 0.5 by 100, which will give 50; this represents fifty percent. Therefore, 5 is equivalent to fifty percent of 10.

### 2. Identifying the first digit

To get the initial value in a percentage problem, you would see something like this: “50% of what is 10?” This is an equation that is tricky to answer, but the percentage formula makes short work of it. For this type of problem, divide the whole by the percentage given.

To get the answer, convert 50% into decimal, and then you get 0.5. After this, divide 10 by 0.5; if you do the math, you get 20. Thus, 50% of 20 equals 10.

### 3. Obtaining the last digit

In order to answer the following question, you will need to do a percentage calculation: “What is 50% of 5?”

In this situation, you are given both the percentage and the first digit, from which you may calculate the desired proportion. This is a situation where you would multiply the proportion by the whole: 50% (or 0.5) x 5, which equals 2.5.

To solve this issue with the percentage calculator, just input the number and percentage in the appropriate field and you will get the answer.

## Percentage Difference Calculator

A percentage difference is the difference between two numbers divided by their mean. It is possible to use it to measure the difference between two related values, with the difference expressed as a percentage.

To calculate a difference in percentage form, divide the value of the change by the mean of the values, then multiply the result by 100.

The percentage difference calculator is a popular tool for answering some of the most frequent forms of percentage inquiries. You need to know the difference between a percentage difference, a percentage change, and a percentage error when talking about numbers in percentages.

The difference between percentage change and percentage error is that the former compares an earlier number with a more recent one, while the latter compares an exact value with one that isn’t precise.

## How to calculate the percentage difference

When determining the percentage difference between two numbers, the following procedures need to be taken:

### Determine the values and research whether a percentage difference can work.

Knowing what numbers you’re working with is the first step in arriving at the percentage difference. Keep in mind that in order to calculate the percentage difference, you will need two variables that are connected to one another.

Take, for instance, the number of bags sold during the preceding month in comparison to the number of bags sold during the current month. Because both of these refer to the sale of bags, they are considered related values.

After you have established that your two variables are closely connected, you can move to the next step of your computation, which is determining the percent difference.

### Determine the difference there is between the numbers.

After you have determined the values that you are contrasting, you then calculate the difference between them. You may do this by subtracting one number from the other.

### Determine the average of all of the numbers.

The next step is to get the average of the related values. To get the mean, just add up the numbers and divide the result by the number count.

### Divide the average and convert the result to a percentage.

** **Following that, divide the difference that you computed in step two by the mean that you found in step three. Divide the difference found in step two by the mean found in step three after carrying this difference.

After carrying this out, the last step is converting the result to a percentage. You can accomplish this by multiplying the result by 100.

Below is an illustration of how to solve a problem involving a percentage difference:

Let’s imagine you’re interested in finding out what the percentage difference is between two values that are 6 and 4, respectively.

To begin, you must find the difference between the two numbers by first taking the number 4 and subtracting it from the number 6, which will give you the number 2. The next step is to determine the average of the two numbers, which may be done by adding the two numbers together and then dividing the sum by 2.

Since the sum of both numbers is 10, then 10 divided by 2 is 5. The average of the two values is 5. Following this, divide the difference, which is 2, by the mean that was obtained, which is 5. So your answer is 2/5, which is 0.4.

The final step is to convert the result into a percentage. To do this, multiply the result by 100 because it is a percentage. 0.4*100= 40%. This means that the percentage difference between the two numbers is 40%.

In the event that the outcome of your computation is a negative percentage, you may disregard the minus sign. If you are given negative numbers as values, you may use these numbers to solve your equation. After the calculation, if you end up with a negative answer, you can disregard the sign.

## When should you utilize the percentage difference?

When comparing two numbers, you may use a variety of metrics to express your findings. Use the percent difference measurement method when you’re measuring two things that are related to each other or are similar in other ways.

On the contrary, if you are comparing a new number to an old one, you will need to compute the percentage change in order to account for the difference. Calculating percent error requires comparing an actual number with an estimate in order to get an accurate reading. Check to see that the values you are using agree with the computation that you are doing.

Here are a few instances in which you might want to use a percentage difference:

- To compare the total number of sales of vehicles from this year to the total number of sales of vehicles from the previous year.
- To make a comparison between the quantity of inventory from this month and the quantity of inventory from the previous months.
- To make a comparison between the number of employees in each department in the past year and the number of employees present this year.
- To compare orders gotten from a particular location in the previous year compared to this year.

## Percentage Points

The term “percentage point” is the mathematical difference between two percentages denoted by the unit. Calculating percentage points is an easy mathematical process; simply take the arithmetic difference between the two percentages to complete the calculation for the percentage point.

A percentage point calculator is an easy-to-use tool that can determine the difference in percentage points between two different percentages.

In the field of statistics, percentage points play an extremely important role. For example, they are used to determine the normal distribution, the binomial distribution, and the confidence interval for a data sample.

The terms “percentage points” and “percent” are used rather often; however, it is necessary to differentiate between the two notions since they signify distinct things. When comparing percentages to percentage points, the percentage itself refers to the relative change.

While the percentage point indicates the absolute difference between two percentages. Imagine that the rate of sales went from 5% to 7%; this represents not only a 50% rise but also a 2 percentage point gain.

## How to calculate the percentage of two numbers

Here is an example for you to understand the concept of a percentage point better: The sales rate of a shoe company was 5% in March of 2020, but it increased to 8% in November of the same year.

### Mark the percentages that you need to compare.

** **In this example, 5% sales rate for March is the first percentage (percentage 1), and 8% of the sales rate for the month of November is the second percentage (percentage 2).

### Calculate the difference between the percentages.

The next step is to determine the difference between the percentages using the following formula:

Percentage points are calculated as percentage 2 minus percentage 1.

8 – 5 = 3 in this case.

### Add the unit (a percentage point).

After you get the percentage point, you need to add the direction of the difference. If the percentage point value is positive, this indicates a percentage point increase. If the value is negative, this indicates that the percentage point is negative.

You can simply express your answer as “there is a difference of three percentage points” between the sales rates in March and November.

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Percent of (Max. 1,000%)

Number (Max. 50,000)

Result

# Percentage Calculator

A percentage calculator is a simple online tool that allows you to calculate various percentages. For example, you can use it to calculate multiple percentages, such as tips, sales tax, discounts, interest, profit margin, and so on.

The percentage calculator can also be used to calculate the percent change (increase or decrease) in an amount or rate.

This article will explain what the percentage calculator is and how to use it to figure out different percentages.

** **What is a percentage?

A number, a ratio, or a fraction may each be represented in a variety of different ways; one of these methods is called a percentage. Percentages are important in many parts of everyday life, such as expressing probability, making marks, and understanding other ideas.

The symbol that is used to symbolize it is a “%.” You can easily convert a percentage into its decimal form. Suppose ten percent is 0.01 in this case.

You may also use the percentage to compare two numbers and find out by how much one number is greater than the other. Additionally, it may be used to compare the two values on a standardized scale.

The conversion from percentages to decimals is a simple mathematical process. Calculate the percentage as a fraction of 100, and you will have your answer. Percentages are very important in various fields; in chemistry, stating certain values using percentages may sometimes be more accurate than using decimal fractions.

For instance, it is considerably simpler to remark that the percentage concentration of a specific material is 9.88% rather than state that there are 10.46 grams of substance in 105.86 grams of solution. This is because the first statement is more accurate and concise.

If you are a student of commerce, you will use percentages every day to figure out things like taxes, interest, inflation, and other things that affect the economy.

## What is a percentage calculator?

The calculations you need to conduct, no matter how simple or complex, are easily accomplished with the help of a percentage calculator. The tool is designed to be intuitive for its users and quick to learn how to use effectively.

You need to fill in the required fields, and after you click on the calculate button, the last field will automatically display the needed answer.

You may get a feel for how our tool operates by simulating various scenarios by inputting different combinations of data into its provided areas. In addition, it displays the history of your computations, making it simple to keep track of everything.

** **Percentage Change Calculator

Percentage Change is a mathematical figure that represents the amount of change that has occurred over time.In finance, the percentage change is typically used to determine how an item’s price has changed throughout a specific period. The percentage change formula may be used to calculate almost any quantity that is being analyzed over a period of time.

A percentage change calculator is tool that can be used to determine the percentage increase or decrease of values. Calculating the percentage of an increase or drop begins with calculating the difference between two numbers and then comparing that difference to the value at the beginning of the calculation.

In mathematics, this is calculated by getting the the difference between two values, dividing the resulting number by the beginning value, and then getting an estimate of how much the initial value has changed as a consequence.

The calculator for the percentage increase determines whether the input value will experience a rise or a drop by a certain percentage.

The process consists mostly of translating a percentage into its decimal counterpart and then either taking the decimal equivalent away (which will result in a reduction) or adding it to 1 (which will result in an increase). If you multiply the initial number by this value, the outcome will be either an increase or a drop in the number by the amount of percentage that was supplied before.

## Percentage Increase

The term “percentage increase” refers to the amount that a percentage or value has grown over a period of time. To get at this figure, you will first calculate the difference between the initial value and the present value.

When you have found the figure, you will need to perform the calculation that determines the percentage of change. You may not have all the information you need to assess how much the two numbers vary from one another if you just know difference between the numbers.

You may use the formula for the percentage rise in price to figure out how the cost of a certain service or product over a period of time. Utilizing a calculator that accounts for percentage changes is the most efficient way to perform the computation necessary to estimate the percentage increase that results in a value.

For example, increase $20 by 30%. To use the calculator effectively, you will need to enter the values that you want to see increased into the appropriate field and then select the increase option. If you use the calculator and then click the button labeled “calculate,” it will immediately give you the appropriate response in the space that has been allotted for it.

In the event that you do not wish to utilize the calculator for the percentage increase, the calculation that is presented below will give you the result that you are looking for. If your goal is to find the percentage and not the amount it was increased to, you will have to use the formula below.

The formula for calculating the percentage increase is as follows:

% increase = [(new value – initial value)/initial value]* 100

The following is an illustration of the formula in action. Let’s say that in one year, the value of a property that was initially worth $100,000 rose to $130,000. What is the annualized rate of the property’s appreciation?

To find out the answer to the illustration, apply the following procedures in order to solve this question:

### Determine what the previous value was and then compare it to the current value.

Determine what the initial value is and what the new value is using the illustration. It is very crucial that you take note of it because you will be using it in the formula later on.

### Place the values in the appropriate spots in the formula.

First, take the new value and subtract the initial value from it; then divide the resulting number by the initial value. Then, multiply the value by 100. The answer you get, “the percentage increase,” is the correct answer. You can use a percentage change calculator to verify that your answer is correct.

% increase= [(130,000-100,000)/100,000]* 100 = 30%.

## Percentage Decrease

The difference between an initial value and the new value of numbers or the number of items is represented by a percentage decrease.

Regardless of the units being used, a percentage change calculator displays a number that has decreased in comparison to the original and is stated as a percentage. It is essential to know how to manually calculate a percentage decrease in the event that you do not have access to a calculator.

The decreased number may be calculated by subtracting the final number from the initial number. To calculate, you need to know both the initial amount as well as the updated amount. If the new amount is to be less than the old one, then the change cannot result in an increase.

The formula for calculating the percentage decrease is as follows:

Percentage decrease = [(initial value–new value)/initial value] * 100

Use this formula to determine the percentage by which the old value has decreased in comparison to the new value. To begin, you will use the subtraction operation to determine the difference between the old number and the new one. Then divide this difference by the initial value to get the decrease. To get the percentage equivalent, multiply the final number by 100.

Below is an illustration to help you understand better:

Imagine that the retail price of a bag at a shop was $500 when it was first purchased. After then, the owner of the business makes the decision to have sales, during which consumers have the opportunity to acquire things at a reduced price.

As a result of the sales, the original cost of the bag has been reduced to its current value of $450. Follow these steps to get an accurate estimate of how much the bag’s market value has dropped:

- Deduct the price of the bag when it was first purchased from the final sale price: $500 – $450 = $50.
- After that, divide the difference in prices by the starting price of $50 by $500 to get 0.1.
- The percentage of the difference may then be calculated by multiplying 0.1 by 100.

This indicates that the price has decreased by 10%. The percentage-change calculator is always available for you to use in order to verify your answer.

** **How a Percentage Calculator Works

It is very simple to use a percentage calculator; simply enter the required information into each field.Then click on Calculate to determine the percentage or end the problem.

There are various forms of percentage calculators, such as a percentage increase or decrease calculator, a percentage change calculator, a percentage point calculator, and a percentage difference calculator.

** **Common forms of percentage problems

There are three primary categories of challenges using percentages that you could need a percentage calculator or formula for. The following are some of these problems:

### 1. Finding out what the percentage is

If you need to determine the percentage of two or more numbers, one possible question to ask is, “What percentage of 10 is 5?”

In the following example, you will need to calculate, using a percentage calculator, what proportion of 10 is comprised of the number 5, so that you can answer the question. In this specific example, you would do the division by using the number 5.

You will divide 5 by 10, which is equal to 0.5. After then, you would multiply 0.5 by 100, which will give 50; this represents fifty percent. Therefore, 5 is equivalent to fifty percent of 10.

### 2. Identifying the first digit

To get the initial value in a percentage problem, you would see something like this: “50% of what is 10?” This is an equation that is tricky to answer, but the percentage formula makes short work of it. For this type of problem, divide the whole by the percentage given.

To get the answer, convert 50% into decimal, and then you get 0.5. After this, divide 10 by 0.5; if you do the math, you get 20. Thus, 50% of 20 equals 10.

### 3. Obtaining the last digit

In order to answer the following question, you will need to do a percentage calculation: “What is 50% of 5?”

In this situation, you are given both the percentage and the first digit, from which you may calculate the desired proportion. This is a situation where you would multiply the proportion by the whole: 50% (or 0.5) x 5, which equals 2.5.

To solve this issue with the percentage calculator, just input the number and percentage in the appropriate field and you will get the answer.

## Percentage Difference Calculator

A percentage difference is the difference between two numbers divided by their mean. It is possible to use it to measure the difference between two related values, with the difference expressed as a percentage.

To calculate a difference in percentage form, divide the value of the change by the mean of the values, then multiply the result by 100.

The percentage difference calculator is a popular tool for answering some of the most frequent forms of percentage inquiries. You need to know the difference between a percentage difference, a percentage change, and a percentage error when talking about numbers in percentages.

The difference between percentage change and percentage error is that the former compares an earlier number with a more recent one, while the latter compares an exact value with one that isn’t precise.

## How to calculate the percentage difference

When determining the percentage difference between two numbers, the following procedures need to be taken:

### Determine the values and research whether a percentage difference can work.

Knowing what numbers you’re working with is the first step in arriving at the percentage difference. Keep in mind that in order to calculate the percentage difference, you will need two variables that are connected to one another.

Take, for instance, the number of bags sold during the preceding month in comparison to the number of bags sold during the current month. Because both of these refer to the sale of bags, they are considered related values.

After you have established that your two variables are closely connected, you can move to the next step of your computation, which is determining the percent difference.

### Determine the difference there is between the numbers.

After you have determined the values that you are contrasting, you then calculate the difference between them. You may do this by subtracting one number from the other.

### Determine the average of all of the numbers.

The next step is to get the average of the related values. To get the mean, just add up the numbers and divide the result by the number count.

### Divide the average and convert the result to a percentage.

** **Following that, divide the difference that you computed in step two by the mean that you found in step three. Divide the difference found in step two by the mean found in step three after carrying this difference.

After carrying this out, the last step is converting the result to a percentage. You can accomplish this by multiplying the result by 100.

Below is an illustration of how to solve a problem involving a percentage difference:

Let’s imagine you’re interested in finding out what the percentage difference is between two values that are 6 and 4, respectively.

To begin, you must find the difference between the two numbers by first taking the number 4 and subtracting it from the number 6, which will give you the number 2. The next step is to determine the average of the two numbers, which may be done by adding the two numbers together and then dividing the sum by 2.

Since the sum of both numbers is 10, then 10 divided by 2 is 5. The average of the two values is 5. Following this, divide the difference, which is 2, by the mean that was obtained, which is 5. So your answer is 2/5, which is 0.4.

The final step is to convert the result into a percentage. To do this, multiply the result by 100 because it is a percentage. 0.4*100= 40%. This means that the percentage difference between the two numbers is 40%.

In the event that the outcome of your computation is a negative percentage, you may disregard the minus sign. If you are given negative numbers as values, you may use these numbers to solve your equation. After the calculation, if you end up with a negative answer, you can disregard the sign.

## When should you utilize the percentage difference?

When comparing two numbers, you may use a variety of metrics to express your findings. Use the percent difference measurement method when you’re measuring two things that are related to each other or are similar in other ways.

On the contrary, if you are comparing a new number to an old one, you will need to compute the percentage change in order to account for the difference. Calculating percent error requires comparing an actual number with an estimate in order to get an accurate reading. Check to see that the values you are using agree with the computation that you are doing.

Here are a few instances in which you might want to use a percentage difference:

- To compare the total number of sales of vehicles from this year to the total number of sales of vehicles from the previous year.
- To make a comparison between the quantity of inventory from this month and the quantity of inventory from the previous months.
- To make a comparison between the number of employees in each department in the past year and the number of employees present this year.
- To compare orders gotten from a particular location in the previous year compared to this year.

## Percentage Points

The term “percentage point” is the mathematical difference between two percentages denoted by the unit. Calculating percentage points is an easy mathematical process; simply take the arithmetic difference between the two percentages to complete the calculation for the percentage point.

A percentage point calculator is an easy-to-use tool that can determine the difference in percentage points between two different percentages.

In the field of statistics, percentage points play an extremely important role. For example, they are used to determine the normal distribution, the binomial distribution, and the confidence interval for a data sample.

The terms “percentage points” and “percent” are used rather often; however, it is necessary to differentiate between the two notions since they signify distinct things. When comparing percentages to percentage points, the percentage itself refers to the relative change.

While the percentage point indicates the absolute difference between two percentages. Imagine that the rate of sales went from 5% to 7%; this represents not only a 50% rise but also a 2 percentage point gain.

## How to calculate the percentage of two numbers

Here is an example for you to understand the concept of a percentage point better: The sales rate of a shoe company was 5% in March of 2020, but it increased to 8% in November of the same year.

### Mark the percentages that you need to compare.

** **In this example, 5% sales rate for March is the first percentage (percentage 1), and 8% of the sales rate for the month of November is the second percentage (percentage 2).

### Calculate the difference between the percentages.

The next step is to determine the difference between the percentages using the following formula:

Percentage points are calculated as percentage 2 minus percentage 1.

8 – 5 = 3 in this case.

### Add the unit (a percentage point).

After you get the percentage point, you need to add the direction of the difference. If the percentage point value is positive, this indicates a percentage point increase. If the value is negative, this indicates that the percentage point is negative.

You can simply express your answer as “there is a difference of three percentage points” between the sales rates in March and November.

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