All SSAT Elementary Level Math Resources
Example Questions
Example Question #3310 : Numbers And Operations
What is the quotient of ?
Include the remainder if necessary?
We can start by finding the whole number of times that 3 will go into 16.
We can see that the whole value for the quotient will be 5, but there will be a remainder. The remainder will be 1, since 16 is 1 greater than 15.
Example Question #41 : How To Divide
Mr. Harvey has students in his 4th grade class. If he wants to break the students up into equal groups, how many students will be in each group?
Because Mr. Harvey is breaking his total number of students into smaller, equal groups, we need to divide!
Example Question #42 : How To Divide
Joseph has basketball cards. He wants to organize them into equal groups. How many cards will be in each group?
Because Joseph is breaking his total number of basketball cards into smaller, equal groups, we need to divide!
Example Question #3093 : Operations
What is the value of ?
goes into times. is just (or two fours, since ) less than , there must be fours in . That means that .
Example Question #45 : How To Divide
Hannah wants to sell scarves at her school art fair at the end of the year. It takes Hannah 3 weeks to knit one scarf. If there are 112 days left before the end of the year, how many scarves will Hannah be able to make in time for the fair?
The question tells us that Hannah has 112 days before the art fair, so first we need to find out how many weeks 112 days equals. We know there are 7 days in a week, so we need to divide 112 by 7.
Now we can divide 16 weeks by 3 (the amount of time it takes Hannah to knit one scarf).
Hannah will not be able to sell the unfinished scarf, so we know she will have 5 scarves to sell at the art fair.
Example Question #73 : Gain Familiarity With Factors And Multiples
Which number below is prime?
A prime number is a number that cannot be divided evenly by any number , other than and itself. This means that a prime number has no divisors or factors.
Of the choices above, is the only number with no divisors or factors.
can de divided evenly by
can be divded evenly by and
can be divided evenly by
can be divided evenly by and
Example Question #72 : Find Factor Pairs: Ccss.Math.Content.4.Oa.B.4
Which number below is prime?
A prime number is a number that cannot be divided evenly by any number , other than and itself. This means that a prime number has no divisors or factors.
Of the choices above, is the only number with no divisors or factors.
can de divided evenly by
can be divded evenly by and
can be divided evenly by and
can be divided evenly by and
Example Question #73 : Find Factor Pairs: Ccss.Math.Content.4.Oa.B.4
Which number below is prime?
A prime number is a number that cannot be divided evenly by any number , other than and itself. This means that a prime number has no divisors or factors.
Of the choices above, is the only number with no divisors or factors.
can de divided evenly by
can be divded evenly by and
can be divided evenly by and
can be divided evenly by
Example Question #74 : Find Factor Pairs: Ccss.Math.Content.4.Oa.B.4
Which number below is prime?
A prime number is a number that cannot be divided evenly by any number , other than and itself. This means that a prime number has no divisors or factors.
Of the choices above, is the only number with no divisors or factors.
can de divided evenly by
can be divded evenly by and
can be divided evenly by and
can be divided evenly by
Example Question #75 : Find Factor Pairs: Ccss.Math.Content.4.Oa.B.4
What number below is prime?
A prime number is a number that cannot be divided evenly by any number , other than and itself. This means that a prime number has no divisors or factors.
Of the choices above, is the only number with no divisors or factors.
can de divided evenly by
can be divded evenly by and
can be divided evenly by and
can be divided evenly by
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