Write an algebraic expression for the phrase.

Product <<< multiplication answer

Which one do YOU THINK is correct?

4g

Right.

A. 4g

4g

4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g4g

With the word "product" in the statement, it is asking for the multiple of the two. The correct answer would be 4g.

8 times of c with the Product of a and b

The product of

g
and
4
minus the quotient of
g
and
3

The phrase "the product of g and 4" means that you need to multiply g by 4.

To express this in algebraic form, you would write "g" followed by the multiplication symbol "x" or "*" (both can be used interchangeably) and then the number 4.

So the algebraic expression for the given phrase is:
a. 4g