Question

simplify. 5(4w - 3)+5(2w + 6)

Explanation:

Step1: Apply distributive property

$5(4w - 3)=5\times4w-5\times3 = 20w-15$ and $5(2w + 6)=5\times2w+5\times6=10w + 30$.
So the expression becomes $(20w-15)+(10w + 30)$.

Step2: Combine like - terms

Combine the $w$ terms: $20w+10w=30w$.
Combine the constant terms: $-15 + 30=15$.
The simplified expression is $30w+15$.

Answer:

$30w + 15$