Question

Simplify the expression using the distributive property. (3x-2)5 15x - 2 15x - 10 3x - 10

Answer 1

given:

$(3x - 2)5 \times 15 - 2 \times 15x \times 3x - 10$

to find:

simplest form by using distributive property.

solution:

$(3x - 2)5 \times 15 - 2 \times 15x \times 3x - 10$

$= 75(3x - 2)x - 30x -30x - 10$

$= 225 {x}^{2} - 150x - 60x - 10$

$= 225 {x}^{2} - 210x - 10$

$= 5(45 {x}^{2} - 42x - 2)$

Answer 2

Lol, I couldn't figure out how to write it out, but I do think that it's right. But if not I'm sorry!