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Find the product. Simplify your answer. (a+4)(3a+1)

Find the product. Simplify your answer.\newline(a+4)(3a+1) (a+4)(3 a+1)

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Full solution

Q. Find the product. Simplify your answer.\newline(a+4)(3a+1) (a+4)(3 a+1)
  1. Expand using distributive property: Step 11: Apply the distributive property to expand (a+4)(3a+1)(a+4)(3a+1).\newlineCalculation: \newline(a+4)(3a+1)=a(3a+1)+4(3a+1)(a+4)(3a+1) = a(3a+1) + 4(3a+1)\newline=3a2+a+12a+4= 3a^2 + a + 12a + 4
  2. Combine like terms: Step 22: Combine like terms.\newlineCalculation:\newline3a2+a+12a+43a^2 + a + 12a + 4\newline= 3a2+13a+43a^2 + 13a + 4

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