Question

3.) write a verbal expression for the algebraic expression 4q.
options:
4 plus a number q.
4 times a number q.
triple a number q.
the sum of 4 and a number q.
(1)
4.) write a verbal expression for the algebraic expression 15 + r.
options:
15 times r.
the difference of 15 and r.
the product of 15 and r.
15 plus r.
(1)
5.) write a verbal expression for the algebraic expression 3x².
options:
3 times x squared.
the square of 3 times x.
the product of 3 and twice x.
3 times twice x.
(1)

Explanation:

Question 3:

Step1: Analyze the algebraic expression \(4q\).

The expression \(4q\) means 4 multiplied by \(q\) (a number). So in verbal terms, it's "4 times a number \(q\)".

Step1: Analyze the algebraic expression \(15 + r\).

The '+' sign means addition, so \(15 + r\) is 15 added to \(r\) (a number), which is "15 plus \(r\)".

Step1: Analyze the algebraic expression \(3x^{2}\).

First, \(x^{2}\) is "x squared". Then, the coefficient 3 means we multiply by 3, so it's "3 times x squared".

Answer:

4 times a number \(q\) (corresponding to the option "4 times a number \(q\)")

Question 4: