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Multiply. (3b-5)(8b+3) Simplify your answer.

Multiply.\newline(3b−5)(8b+3) (3 b-5)(8 b+3) \newlineSimplify your answer.

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Multiply and divide rational expressionsright chevron icon

Full solution

Q. Multiply.\newline(3b−5)(8b+3) (3 b-5)(8 b+3) \newlineSimplify your answer.
  1. Apply Distributive Property: Step 11: Apply the distributive property (FOIL method) to multiply the two binomials.\newlineCalculation: (3b-5)(8b+3) = 3b\cdot8b + 3b\cdot3 - 5\cdot8b - 5\cdot3\(\newline = 24b^2 + 9b - 40b - 15\)
  2. Combine Like Terms: Step 22: Combine like terms in the expression.\newlineCalculation: 24b2+9b−40b−15=24b2−31b−1524b^2 + 9b - 40b - 15 = 24b^2 - 31b - 15

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