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(8g+1)(5g-6)

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Answer to a math question (8g+1)(5g-6)

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1. Use the distributive property (also known as FOIL for binomials) to simplify the expression

(8g+1)(5g-6):

- First: Multiply the first terms:

8g \cdot 5g = 40g^2

- Outer: Multiply the outer terms:

8g \cdot (-6) = -48g

- Inner: Multiply the inner terms:

1 \cdot 5g = 5g

- Last: Multiply the last terms:

1 \cdot (-6) = -6

2. Combine the like terms:

40g^2 - 48g + 5g - 6 = 40g^2 - 43g - 6

3. The simplified form of the expression is:

40g^2 - 43g - 6

Answer:

40g^2 - 43g - 6

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