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Example Questions
Example Question #3071 : Algebra 1
Turn this fraction into a percent:
To change a fraction into a decimal, divide the numerator by the denominator. We do this by placing the numerator on the inside and doing long division. We can then change this decimal into a percent by moving the decimal place two places to the right, or multiplying the fraction by 100.
Example Question #3072 : Algebra 1
Turn this fraction into a percent:
To change a fraction into a decimal, divide the numerator by the denominator. We do this by placing the numerator on the inside and doing long division. We can then change this decimal into a percent by moving the decimal place two places to the right, or multiplying the fraction by 100.
Example Question #3073 : Algebra 1
Turn this fraction into a decimal:
To change a fraction into a decimal, divide the numerator by the denominator. We do this by placing the numerator on the inside and doing long division. We can then change this decimal into a percent by moving the decimal place two places to the right, or multiplying the fraction by 100.
Example Question #40 : Fractions And Percentage
Steven is the best penalty kick taker on his soccer team. Of every shots he takes, he makes of them. What is this relationship written as a percentage?
To figure out this you would divide to number made over the total number of shots.
So, which reduces to
To find the percent you need to get the top number to be out of , to do this you would multiply the top and bottom by .
So
which is equivalent to .
Example Question #41 : Fractions And Percentage
Which of the following is larger?
, % or,
%
%
To convert each fraction you must get them to be equivalent to something out of since percents are based on this.
, because you multiply the top and the bottom by .
This makes, equivalent to %.
Then do the same to the other fraction to get:
, which is %
Example Question #31 : How To Find Percentage From A Fraction
What is the percent equivalent of ? Round your answer to the nearest whole percent.
To convert a fraction into a percentage, first convert the fraction into a decimal by dividing the numerator by the denomenator. Then, to find the percentage equivalent of a decimal, simply move the decimal (if there is none, remember that there is always an implied decimal after the one's digit) to the right twice:
Example Question #32 : How To Find Percentage From A Fraction
What is the percent equivalent of ?
Round your answer to the nearest whole percent.
To convert a fraction into a percentage, first convert the fraction into a decimal by dividing the numerator by the denomenator. Then, to find the percentage equivalent of a decimal, simply move the decimal (if there is none, remember that there is always an implied decimal after the one's digit) to the right twice:
Round up to
Example Question #33 : How To Find Percentage From A Fraction
What is the percent equivalent of ? Round your answer to the nearest whole percent.
To convert a fraction into a percentage, first convert the fraction into a decimal by dividing the numerator by the denominator. Then, to find the percentage equivalent of a decimal, simply move the decimal (if there is none, remember that there is always an implied decimal after the one's digit) to the right twice. Don't forget to round your answer. The best answer is:
Example Question #34 : How To Find Percentage From A Fraction
If of a pizza remains after a party, what percent of the pizza was eaten?
31%
68%
0.33%
27%
42%
31%
This problem is merely asking us to convert the eaten fraction of the pizza into a percent. This can be easily solved for by thinking of a whole pizza as being 1. This would mean a whole pizza could be represented by the fraction . Because of the pizza remians, if we subtract this from , we should be able to solve for the fraction of the pizza that was consumed.
Therefore, of the pizza was eaten. This is the fraction we must convert into a percent. In order to do so, we must first convert this into a decimal. As a decimal we can multiply by , which will yield our percent value.
Therefore, 31% of the pizza was eaten.
Example Question #35 : How To Find Percentage From A Fraction
If of pie has been eaten, what percent of the pie remains?
43%
Not enough information
63%
57%
52%
57%
This problem is merely asking us to convert the remaining fraction of the pie into a percent. This can be easily solved for by thinking of a whole pie as being 1. This would mean a whole pie could be represented by the fraction . Because of the pie has been consumed, if we subtract this from , we should be able to solve for the fraction of the pie that is left over.
Therefore, of the pie remains. This is the fraction we must convert into a percent. In order to do so, we must first convert this into a decimal. As a decimal we can multiply by , which will yield our percent value.
Therefore, 57% of the pie remains.
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