Question

Which expression is equivalent to square 32x^6
?

A.

B.

C.

D.

Answer 1

To determine the expression equivalent to "square \(32x^6\)", we need to square both the coefficient and the variable component.

1. **Square the coefficient:**
\[
(32)^2 = 1024
\]

2. **Square the variable:**
\[
(x^6)^2 = x^{6 \cdot 2} = x^{12}
\]

Combining these results, we get:
\[
(32x^6)^2 = 1024x^{12}
\]

So, the expression equivalent to squaring \(32x^6\) is:
\[
1024x^{12}
\]

If you have multiple choice options (A, B, C, D), you would look for the option that matches \(1024x^{12}\).