All ISEE Lower Level Math Resources
Example Questions
Example Question #3 : How To Multiply
Evaluate:
To multiply two numbers of unlike sign, multiply their absolute values, then affix a negative symbol in front:
Example Question #4 : How To Multiply
Evaluate:
To multply two negative numbers, just multiply their absolute values; the product will be positive:
Example Question #8 : How To Multiply
Evaluate for
Substitute 8 for .
By order of operations, multiply, then add.
Example Question #6 : Operations
Find the product.
When multiplying two negative numbers, the product will be positive. The correct answer is 324.
Example Question #7 : Operations
Which story best fits the equation ?
I have 8 boxes of candy bars, and each box has 5 candy bars. How many bars do I have in total?
I have 40 candy bars. If I eat 8, how many are left?
I have 8 candy bars, and my friend has 5. How many do we have together?
I want to share 40 candy bars with 10 friends. How many do they each get?
I have 8 boxes of candy bars, and each box has 5 candy bars. How many bars do I have in total?
The equation has multiplication, so the story must have multiplication as well. Ignore the stories which just add or subtract candy bars.
The right answer involves boxes of candy bars:
Example Question #11 : How To Multiply
What expression is equivalent to:
First, add the numbers in parentheses.
Now put the equation together.
Example Question #12 : How To Multiply
What expression is equal to 24?
Remember the order of operations with the help of the acronym PEMDAS: Parentheses, Exponents, Multiplication, Division, Addition, Subtraction.
Only one of the expressions in the answer choices which will give us the quantity we are looking for.
Example Question #13 : How To Multiply
If , what number does stand for?
3
11
6
8
8
There are two ways to solve this question: one is to try each answer in the place of , and another is to solve it with algebra.
To solve algebraically, first, divide both sides by 2:
Subtract 3 from both sides:
Example Question #14 : How To Multiply
__ ?
There is a quick shortcut that you may notice in this problem (and problems like it) that will keep you from having to doing a lot of large computations. As you look at the left side of the equation, notice that you can factor out a from the , which gives you a on the left:
__ ?
__?
Now we can divide each side by , which leaves us with:
, which equals
, which equals
Example Question #15 : How To Multiply
Which of the following is a valid approximation of the problem:
Round each of the numbers:
Multiply:
35 is a valid approximation for the problem. The precise answer is: