SSAT Elementary Level Math : How to divide
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Example Questions
Example Question #31 : How To Divide
Multiply each answer choice by 13 to determine if the product results in 169:
Therefore:
Example Question #31 : How To Divide
Nikki has 164 coins in her coin collection. She decides to break her coin collection into 4 equal groups. How many coins are in each group?
Since Nikki is breaking her total number of coins into smaller, equal groups, we need to divide.
Example Question #32 : How To Divide
Trinity decides to break up her coin collection into 
Because Trinity is breaking her total number of coins into smaller, equal groups, we need to divide!
Example Question #33 : How To Divide
Jayme has 
Because Jayme is breaking her total number of toy ponies into smaller, equal groups, we need to divide!
Example Question #34 : How To Divide
Find the quotient, and show a remainder if necessary. (Remainders are denoted with "R" in the answer choices.)
When you divide 4 into 15, it does not go in evenly.
4 goes into 15 three full times. The remainder is the difference between 15 and 12.
Therefore the remainder is 3, so the correct answer is 3 R3.
Example Question #35 : How To Divide
Find the quotient and show a remainder if necessary. (Remainders are denoted with R in the answer choices.)
7 does not divide evenly into 18, so there will be a remainder. 7 goes into 18 two times.
To find the remainder, we subtract 14 from 18.
The answer is therefore 2 R4.
You can also draw a picture to help visualize the problem:
ooooooo ooooooo oooo
This shows 2 groups of 7 (for a total of 14), with 4 left over (the remainder).
Example Question #36 : How To Divide
Divide 16 by 4. The quotient is 4.
To visualize, divide 16 objects into equal groups of 4, then count how many groups there are:
oooo oooo oooo oooo = 4 groups in all.
Example Question #37 : How To Divide
What is the result of dividing six by two?
3
12
-3
2
6
3
We want to know how many 2's are in 6.
Therefore the answer is 3.
Example Question #38 : How To Divide
Bryce has 
Because Bryce is breaking his total number of baseball cards into smaller, equal groups, we need to divide!
Example Question #39 : How To Divide
Which of the following equations does NOT have a remainder?
A division equation will not have a remainder if a number can be divided evenly by another number.
The only given equation in which there is no remainder is 
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