Evaluate -(-1)^100 × 2²: Step-by-Step Solution Guide

Question

$-(-1)^{100}\cdot2^2=$

To solve this problem, we need to evaluate $-(-1)^{100}\cdot2^2$ .

Step 1: Calculate $(-1)^{100}$ . Since 100 is an even number, $(-1)^{100} = 1$ .
Step 2: Calculate $2^2$ . This gives us $4$ .
Step 3: Multiply the results from the first two steps: $1 \cdot 4 = 4$ .
Step 4: Apply the negative sign: $-4$ .

Thus, when evaluating the expression, we find that the correct result is $-4$ .

$-4$