Question

Multiply: –c2(3c – 2) Apply the distributive property. Multiply. –c2(3c) + (–c2)(–2) c3 + c2

Answer 1

1. -6c^2 + 4c
2. 6c^2 + 2c

Answer 2

The product of the given expression on expansion is -c³ + 2c²

Distributive property

Given the expression –c²(3c – 2)

We are to expand the expression using the distributive property as shown:

–c²(3c – 2)

-c²(3c) - c² (-2)

Simplify the resulting expression

Since the product of two negative sign will result in a positive sign, hence we have:

• -c³ + 2c²

Based on the expression above, we can conclude that the result of the multiplication on expansion is -c³ + 2c²

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