All ISEE Middle Level Math Resources
Example Questions
Example Question #484 : Algebra
Subtract:
Subtract the numerator and leave the denominator the same:
Answer:
Example Question #485 : Algebra
Subtract:
Subtract the numerators and leave the denominator the same:
Answer:
Example Question #2625 : Isee Middle Level (Grades 7 8) Mathematics Achievement
Which of the following phrases can be written as the algebraic expression ?
The correct answer is not given among the other responses
Sixty-six subtracted from the product of four and a number
Four multiplied by the difference of a number and sixty-six
The product of sixty-six and a number subtracted from four
Four multiplied by the difference of sixty-six and a number
The correct answer is not given among the other responses
We see that none of the four choices is correct as follows:
"The product of sixty-six and a number subtracted from four":
"The product of sixty-six and a number"
"The product of sixty-six and a number subtracted from four"
"Sixty-six subtracted from the product of four and a number":
"The product of four and a number"
"Sixty-six subtracted from the product of four and a number"
"Four multiplied by the difference of sixty-six and a number":
"The difference of sixty-six and a number"
"Four multiplied by the difference of sixty-six and a number"
"Four multiplied by the difference of a number and sixty-six":
"The difference of a number and sixty-six"
"Four multiplied by the difference of a number and sixty-six"
None of these four expressions formed is equivalent to .
Example Question #486 : Algebra
Solve:
First cube 4:
Then find the product:
Answer:
Example Question #487 : Algebra
What is as a decimal?
Divide the numerator by the denominator:
Answer:
Example Question #488 : Algebra
Solve:
First solve the exponents:
Then take their product:
Answer:
Example Question #489 : Algebra
Solve:
First take the exponents:
Then multiply:
Answer:
Example Question #490 : Algebra
Simplify:
Keep the base the same and add the exponents:
Answer:
Example Question #491 : Algebra
Simplify:
Keep the base the same and add the exponents:
Answer:
Example Question #492 : Algebra
Solve for :
To solve, divide each side by 7:
Answer: