ISEE Lower Level Math : How to find the part from the whole
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Example Questions
Example Question #21 : Whole And Part
Jamie and Austin share a large pizza. The pizza is sliced up into 12 equal pieces. If Jamie eats 1/4 of the pizza and Austin eats twice as many slices as Jamie eats, how many slices of pizza are remaining?
2
3
6
0
9
3
Begin with the amount of pizza that Jamie eats. Because there are 12 slices in a whole pizza, Jamie eats 3 slices, or 1/4 of the entire pizza.
1/4 of 12 slices =
1/4 x 12 =
3 slices
If Austin eats twice as much as Jamie, that means that he eats
3 x 2
6 slices
To find how many slices are remaining,
we would subtract 3 and 6 from 12.
12 – 3 – 6 = 3
3 pizza slices are remaining.
Example Question #2 : How To Find The Part From The Whole
Theresa wants to buy a sweater that is currently on sale for 30% off its regular price. If the sweater is originally priced at $20, how much will Theresa have to pay, before taxes?
$16
$14
$6
$17
$10
$14
To find the amount of money that is discounted from the sweater,
we would multiply 30% with $20.
30% written in decimal form is 0.30.
So, in order to find how much we will save, we must multiply the following:
0.30 x $20 =
$6.
If we are saving $6 from the regular-priced sweater, that means that the discounted price of the sweater is
$20 – $6 =
$14.
Example Question #2 : How To Find The Part From The Whole
Find the part from the whole. Round to the nearest hundredths place.
A t-shirt normally sells for $21 at the store, but today it is on sale for 25% off. What is the sale price for the t-shirt?
To find the part from the whole, multiply the "whole" by the percent (change the percent into a decimal first).
The discount is $5.25. Subtract the discount from the original price.
So the t-shirt is on sale for $15.75.
Example Question #31 : Whole And Part
Sara and David bake a pie and cut it into 12 equal slices. Sara eats 
Sara's portion is
While David's portion is
Example Question #32 : Whole And Part
What is 43% of 82? Round to the nearest tenths place.
To find the part from the whole, you will need to multiply the whole (82) by the percent. In order to do this, first change the percent to a decimal.
Then, multiply the decimal and the whole.
43% of 82 is 35.3, rounded to the nearest tenth.
Example Question #117 : Isee Lower Level (Grades 5 6) Mathematics Achievement
Fred wrote down a number greater than 11 and less than 15. When Susan tried to guess it, he told her it was greater than 13 and less than 17. What is the number?
12
16
14
11
14
Because Fred's number is between 11 and 15, it could be 12, 13, or 14. Later he tells Susan it is greater than 13 and less than 17, so it can only be 14, since he did not change his number.
Example Question #33 : Whole And Part
What is 65% of 3.75? Round to the nearest hundredths place.
2.438
2.4
2.4375
2.44
2.44
To find the part from the whole, you will need to multiply the whole (3.75) by the percent. In order to do this, first change the percent to a decimal (65% becomes 0.65).
Then you must round to the nearest tenths place: 2.4375 becomes 2.44.
Therefore, 65% of 3.75 is 2.44.
Example Question #4 : How To Find The Part From The Whole
What is four-sevenths of 490?
Multiply the fraction 
Example Question #5 : How To Find The Part From The Whole
What is nine-thirteenths of 234?
Multiply 
Example Question #33 : Whole And Part
A pizza contains 12 slices. Becky eats 
6
4
5
3
3
Becky eats 
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