# So You've Bought percent calculator ... Now What?

If you've ever discovered yourself looking at a half-eaten pie, questioning how the portion that's left compares to the size of the initial pie, congratulations: You've been pondering percentages. Although technically the term "portion" refers to a part out of 100, in real-world terms it truly handles how a portion of something-- state, that half-eaten pie-- compares to the whole. For instance, one-half is equivalent to 50 percent, or 50 out of 100. You can utilize a calculator to quickly work out portions.
The three terms in a portion calculation are the part, the entire, and the portion. In the equation: 25% of 40 = 10, 10 is the part, 40 is the whole, and 25 is the portion. In the math world, exercising portions generally suggests that one of those terms is missing out on and you need to find it. If the concern is "What percentage of 40 is 10?" you have the part (10) and the entire (40 ), so the left out term is the percentage. If the question is "What is 25 percent of 40?" you have the portion (25) and the entire (40 ), so the missing term is the part. Using the very same logic, if the concern is "10 is 25 percent of what?" the the term is the entire.

If the omitted term is the portion, divide the part by the whole utilizing your calculator to determine the response. For the example equation, this is 10 Ã· 40 = 0.25. If your calculator has a portion button, press it to figure out the portion. If your calculator does not have such a button, increase your previous answer by 100 to determine the portion: 0.25 x 100 = 25%.
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If the left out term is the part, utilize the calculator to increase the whole by the percentage to determine the answer. If your calculator has a percentage button, the estimation is as follows: 40 x 25% = 10. If percentage calculator your calculator does not have a portion button, you need to initially divide the percentage by 100: 25 Ã· 100 = 0.25. You can then multiply this answer by the whole to determine the part: 0.25 x 40 = 10.
If the omitted term is the whole, divide the part by the percentage to identify the answer. If your calculator has a percentage button, the computation is as follows: 10 Ã· 25% = 40. If your calculator does not have a percentage button, you should divide the percentage by 100 before completing the calculation: 25 Ã· 100 = 0.25. You can then divide the part by this answer to determine the entire: 10 Ã· 0.25 = 40. Computing portions can be a simple task. There are various percentage calculators online that can help with task by simply browsing for "portion calculator." Nevertheless, there might be a time when (however, unlikely it sounds) you may require to be able to compute portions without any digital assistance.
Before you can compute a portion, you should first understand precisely what a portion is.
The word portion originates from the word percent. If you divided the word percent into its root words, you see "per" and "cent." Cent is an old European word with French, Latin, and Italian origins suggesting "hundred". So, percent is equated directly to "per hundred." If you have 87 percent, you actually have 87 per 100. If it snowed 13 times in the last 100 days, it snowed 13 percent of the time.
The numbers that you will be transforming into percentages can be provided to you in 2 various formats, decimal and fraction. Decimal format is much easier to determine into a percentage. Converting a decimal to a percentage is as basic as increasing it by 100. To transform.87 to a percent, simply numerous
If you are provided a fraction, transform it to a percentage by dividing the leading number by the bottom
Then, follow the steps above for transforming a decimal to a percent.

The more hard task comes when you require to know a portion when you are provided numbers that do not fit so neatly into 100.

Many of the time, you will be provided a percentage of a provided number. For example, you might understand that 40 percent of your paycheck will go to taxes and you desire to discover just how much money that is. To compute the percentage of a particular number, you first convert the portion number to a decimal.
When you have the decimal variation of your percentage, just increase it by the given number. In this case, the quantity of your paycheck. If your paycheck is \$750, you would increase 750 by.40.
Let's try another example. You need to conserve 25 percent of your paycheck for the next 6 months to pay for an approaching holiday. If your income is \$1500, how much should you conserve?