Question

Applying the distributive property to -8(y-1) results in:"

a) -8y + 8
b) 8y - 8
c) -8y - 8
d) 8y + 8

Answer 1

Applying the distributive property to -8(y-1) results in -8y + 8 by multiplying -8 by each term inside the parentheses.

Step-by-step explanation:

Applying the distributive property to -8(y-1) involves multiplying -8 by each term inside the parentheses. This results in multiplying -8 by y and -8 by -1. Therefore, the distributive property gives us:

-8 × y = -8y

-8 × (-1) = +8

Combining these two products, the final expression is -8y + 8, which is option (a).