All ISEE Middle Level Math Resources
Example Questions
Example Question #31 : How To Multiply Variables
Simplify:
Begin by moving all of the related variables (and constants) next to each other. You can group these in parentheses to make it clear. This is allowed because of the associative rule for multiplication.
There are no variables to combine. We only need to combine the numerical coefficient. This gets you:
This is the same as:
Example Question #671 : Concepts
Simplify:
Begin by moving all of the related variables (and constants) next to each other. You can group these in parentheses to make it clear. This is allowed because of the associative rule for multiplication.
When multiplying variables of the same type, you add their exponents together. This gets you:
This is the same as:
Example Question #1267 : Hspt Mathematics
Simplify:
Begin by moving all of the related variables (and constants) next to each other. You can group these in parentheses to make it clear. This is allowed because of the associative rule for multiplication.
When multiplying variables of the same type, you add their exponents together. This gets you:
This is the same as:
Example Question #32 : How To Multiply Variables
Simplify:
Distribute the outside term into the parentheses. Multiply each term in parentheses by :
Now, for each member, move the similar variables into separate groups. You can do this because of the associative rule for multiplication:
When multiplying variables of the same type, you add their exponents together. This gets you:
This is the same as:
Example Question #31 : Operations
Simplify:
Distribute the outside term into the parentheses. Multiply each term in parentheses by :
Now, for each member, move the similar variables into separate groups. You can do this because of the associative rule for multiplication:
When multiplying variables of the same type, you add their exponents together. This gets you:
This is the same as:
Example Question #32 : Operations
Simplify:
Distribute the outside term into the parentheses. Multiply each term in parentheses by :
Now, for each member, move the similar variables into separate groups. You can do this because of the associative rule for multiplication:
When multiplying variables of the same type, you add their exponents together. This gets you:
This is the same as:
Example Question #61 : Algebra
Cannot be simplified further
To simplify, add the exponents:
Answer:
Example Question #62 : Algebra
Cannot be simplified further
Because the two terms have the same base, they can be multiplied together by adding the exponents:
Answer:
Example Question #63 : Algebra
Cannot be simplified further
To simplify the expression, add the exponents and keep the base unchanged:
Answer:
Example Question #64 : Algebra
Cannot be simplified further
To multiply two terms with the same base and different exponents, add the exponents and leave the base unchanged:
Answer:
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