SAT Math › Other Percentage
What percent of 250 is 20?
Verbal cues include "of" and "is." Of means multiplication and is means equals
The equation to solve becomes so
What percent of 250 is 20?
Verbal cues include "of" and "is." Of means multiplication and is means equals
The equation to solve becomes so
Jones Elementary School has seven eighth-grade teachers; each teacher has the number of boys and girls listed above.
What percent of the students in eighth-grade are boys? Choose the closest answer.
The number of boys adds up to
The number of girls adds up to
The total number of students is therefore .
The percent of the students that are boys is
,
making 48% the closest choice.
Jones Elementary School has seven eighth-grade teachers; each teacher has the number of boys and girls listed above.
What percent of the students in eighth-grade are boys? Choose the closest answer.
The number of boys adds up to
The number of girls adds up to
The total number of students is therefore .
The percent of the students that are boys is
,
making 48% the closest choice.
If there are 36 students in a class and the teacher wants the top 25% of the students to move up to the advanced level course. How many students will remain in the class?
26
27
28
29
30
The key here is to find 25% of the total class (36), and subtract that value from the total (36). You can also look at the problem from reversely and find how many students are in the remaining 75% of the total 36. Remember to change the percent to a decimal for easy calculation. 36- 0.25(36)= 27 or 0.75(36)=27
If there are 36 students in a class and the teacher wants the top 25% of the students to move up to the advanced level course. How many students will remain in the class?
26
27
28
29
30
The key here is to find 25% of the total class (36), and subtract that value from the total (36). You can also look at the problem from reversely and find how many students are in the remaining 75% of the total 36. Remember to change the percent to a decimal for easy calculation. 36- 0.25(36)= 27 or 0.75(36)=27
Marisa and Ted are running for senior class president. 150 votes have been tallied so far; 88 for Marisa and 62 for Ted. If 250 students total are voting, how many more votes must Marisa win in order to defeat Ted and earn exactly 50% more votes than him?
For Marisa to earn 50% more votes than Ted, she will need to earn 1.5 times his amount of votes. If we call Ted's amount of votes x, and the total number of votes is 250, we can set up the equation:
If we combine like terms, we get:
And if we solve for x, we get:
This means that Ted will get 100 votes. Since there are 250 votes total, we can figure out that Marisa will end up with 150 votes.
The question asks "how many more votes must Marisa win in order to defeat Ted and earn exactly 50% more votes than him?" and tells us that Marisa already has 88 votes.
, therefore, Marisa needs to earn 62 more votes.
Marisa and Ted are running for senior class president. 150 votes have been tallied so far; 88 for Marisa and 62 for Ted. If 250 students total are voting, how many more votes must Marisa win in order to defeat Ted and earn exactly 50% more votes than him?
For Marisa to earn 50% more votes than Ted, she will need to earn 1.5 times his amount of votes. If we call Ted's amount of votes x, and the total number of votes is 250, we can set up the equation:
If we combine like terms, we get:
And if we solve for x, we get:
This means that Ted will get 100 votes. Since there are 250 votes total, we can figure out that Marisa will end up with 150 votes.
The question asks "how many more votes must Marisa win in order to defeat Ted and earn exactly 50% more votes than him?" and tells us that Marisa already has 88 votes.
, therefore, Marisa needs to earn 62 more votes.
What percent of is
?
Let's set up a proportion to solve this problem.
We're looking for a percentage, .
Our answer is
13 is what percent of 25?
To solve this problem, we should set up the following proportion
where x is the percentage we are looking for.
To solve, simply cross multiply and solve for x.
Therefore, our answer is 52%.