Question

simplify.
$w \cdot w^2 \cdot w^5 \cdot w$

Explanation:

Step1: Rewrite single $w$ as exponents

$w = w^1$, so the expression becomes $w^1 \cdot w^2 \cdot w^5 \cdot w^1$

Step2: Apply exponent product rule

When multiplying like bases, add exponents: $w^{1+2+5+1}$

Step3: Calculate the sum of exponents

$1+2+5+1 = 9$, so we get $w^9$

Answer:

$w^9$