- 27.03.2019

However, in this case, the question requires that you calculate another answer first: the number of questions Abel got right. This is especially useful if you don't have a calculator available: Gina needs to score at least 92 percent on her final exam to get an A for the semester. If there are questions on the exam, how many questions does Gina need to get right in order to earn an A? The standard approach would be to multiply by 0.

While this is a simple process, you can make the process even simpler. If Cassie worked 82 percent of her shift on Wednesday and worked percent of her other shifts, what percent of the week did she miss?

How much time did she work in total? Add the product to the other four work days: 7. Photo Credits. Always convert the percentages to decimals! Then, since "sixteen percent OF fourteen hundred" tells you to multiply the 0. This says that is sixteen percent of You will be given two of the values, or at least enough information that you can figure two of them out. Then you'll need to pick a variable for the value you don't have, write an equation, and solve for that variable.

What percent of 20 is 30? Advertisement We have the original number 20 and the comparative number The unknown in this problem is the rate or percentage. The format displayed above, " this number is some percent of that number ", always holds true for percents. In any given problem, you plug your known values into this equation, and then you solve for whatever is left.

What is the sales tax rate in this city?

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Many percentage problems are really "two-part-ers" like this: they involve some kind of increase or decrease relative to some original value. Always convert the percentages to decimals! How much time did she work in total? The standard approach would be to multiply by 0.Many percentage problems are really "two-part-ers" like this: they involve some kind of increase or decrease relative to some original value. If she won 4 games in June and played 10 games in July, how many games did Kim win in July? The simplest way to eliminate extraneous data is to identify the question; in this case, "How many games did Kim win in July? The sales tax is a certain percentage of the price, so I first have to figure what the actual tax was. The tax was: 7.

Many percentage problems are really "two-part-ers" like this: they involve some kind of increase or decrease relative to some original value. Round answer to one decimal place. If there are questions on the exam, how many questions does Gina need to get right in order to earn an A?
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**Shaktikus**

What percent of 20 is 30? The sales tax is a certain percentage of the price, so I first have to figure what the actual tax was. Always convert the percentages to decimals! The format displayed above, " this number is some percent of that number ", always holds true for percents. Now I can find the percentage increase over the original price. In any given problem, you plug your known values into this equation, and then you solve for whatever is left.

**Meztinris**

The word problem only gives you two numbers, so it would be easy to assume that the questions involves those two numbers. Suppose a certain item used to sell for seventy-five cents a pound, you see that it's been marked up to eighty-one cents a pound. What is the percent increase? Add the product to the other four work days: 7. How much time did she work in total?

**Akirr**

This frequently comes up when using percentages. Add the product to the other four work days: 7. In any given problem, you plug your known values into this equation, and then you solve for whatever is left. This is especially useful if you don't have a calculator available: Gina needs to score at least 92 percent on her final exam to get an A for the semester. Then you'll need to pick a variable for the value you don't have, write an equation, and solve for that variable. What percent of 20 is 30?

**Nazil**

In the above example, I first had to figure out what the actual tax was.

**Mora**

Many percentage problems are really "two-part-ers" like this: they involve some kind of increase or decrease relative to some original value. This is especially useful if you don't have a calculator available: Gina needs to score at least 92 percent on her final exam to get an A for the semester. What is the percent increase? The standard approach would be to multiply by 0.

**Yomi**

If there are questions on the exam, how many questions does Gina need to get right in order to earn an A? In the above example, I first had to figure out what the actual tax was. Many percentage problems are really "two-part-ers" like this: they involve some kind of increase or decrease relative to some original value.

**Zulkishura**

The unknown in this problem is the rate or percentage. What is the percent increase?

**Muktilar**

What percent of 20 is 30? If there are questions on the exam, how many questions does Gina need to get right in order to earn an A? This says that is sixteen percent of You will be given two of the values, or at least enough information that you can figure two of them out. Then, since "sixteen percent OF fourteen hundred" tells you to multiply the 0. While this is a simple process, you can make the process even simpler.

**Merisar**

The tax was: 7. The simplest way to eliminate extraneous data is to identify the question; in this case, "How many games did Kim win in July?