Question

Choose the correct product -6p^3(3p^2+5p-1)

Answer 1

Remember the Distributive Property, which says that the multiplication of a single term and an addition/subtraction sequence can be simplified as follows:

$a(b \pm c) = ab \pm ac$

Thus, in this case, we can apply the $-6p^3$ term to each term in the addition sequence $3p^2 + 5p - 1$, as follows:

$-6p^3 (3p^2 + 5p - 1)$

• Set up

$(-6p^3)(3p^2) + (-6p^3)(5p) - (-6p^3)(1)$

• Apply the Distributive Property

$-18p^5 - 30p^4 + 6p^3$

• Simplify

The answer would be -18p⁵ - 30p⁴ + 6p³.

Answer 2

Answer:

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Step-by-step explanation: