Question

What is the product (-6a3b+2ab2)(5a2-2ab2-b)

Answer 1

Answer:

sum of 2ab2 and (-5ab2) =  

-3ab2

-3ab2=(-6ab2)+ x

x= -3ab2+6ab2

= 3ab2

thus, 3ab2 is ur ans

Step-by-step explanation:

Answer 2

For this case, we must find the product of the following expressions:

$(-6a ^ 3b + 2ab ^ 2) (5a ^ 2-2ab ^ 2-b) =$

We apply distributive property:

$(-6a ^ 3b * 5a ^ 2) + (- 6a ^ 3b * -2ab ^ 2) + (- 6a ^ 3b * -b) + (2ab ^ 2 * 5a ^ 2) + (2ab ^ 2 * -2ab ^ 2) + (2ab ^ 2 * -b) =$

When multiplying powers with the same base, the same base is put and the exponents are added.

$-30a ^ 5b + 12a ^ 4b ^ 3 + 6a ^ 3b ^ 2 + 10a ^ 3b ^ 2-4a ^ 2b ^ 4-2ab ^ 3 =$

We add similar terms:

$-30a ^ 5b + 12a ^ 4b ^ 3 + 16a ^ 3b ^ 2-4a ^ 2b ^ 4-2ab ^ 3$

Answer:

$-30a ^ 5b + 12a ^ 4b ^ 3 + 16a ^ 3b ^ 2-4a ^ 2b ^ 4-2ab ^ 3$