Question

What is the simplified form of the expression (4-2)(x^2)(48)?

A) 14x^2
B) 96x^2
C) 48x^2
D) 2x^2

Answer 1

The simplified form of the expression (4-2)(x^2)(48) is 96x^2, as you first evaluate (4-2) to get 2 and then multiply it by x^2 and by 48, in order.

Step-by-step explanation:

The simplified form of the expression (4-2)(x^2)(48) can be found by performing the operations step by step. Initially, you resolve the operations within the first set of parentheses:

(4-2) = 2

Now, you multiply the result by x^2 and then multiply by 48:

2 * x^2 * 48 = (2 * 48) * x^2

This equals:

96x^2

Therefore, the simplified form of the expression is 96x^2, which corresponds to option B.