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Add.\newline(5f2+4f+3)+(8f2+4f+5)(5f^2 + 4f + 3) + (8f^2 + 4f + 5)\newline______

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Q. Add.\newline(5f2+4f+3)+(8f2+4f+5)(5f^2 + 4f + 3) + (8f^2 + 4f + 5)\newline______
  1. Write Polynomials: First, write down the two polynomials to be added.\newline(5f2+4f+3)+(8f2+4f+5)(5f^2 + 4f + 3) + (8f^2 + 4f + 5)
  2. Combine Like Terms: Next, remove the parentheses and combine like terms. Since there are no subtraction signs or negative coefficients, we can simply drop the parentheses. 5f2+4f+3+8f2+4f+55f^2 + 4f + 3 + 8f^2 + 4f + 5
  3. Group Like Terms: Now, group the like terms together. The like terms are those that have the same variable raised to the same power.\newline(5f2+8f2)+(4f+4f)+(3+5)(5f^2 + 8f^2) + (4f + 4f) + (3 + 5)
  4. Add Coefficients: Add the coefficients of the like terms.\newline(5f2+8f2)=13f2(5f^2 + 8f^2) = 13f^2\newline(4f+4f)=8f(4f + 4f) = 8f\newline(3+5)=8(3 + 5) = 8
  5. Combine Sums: Combine the sums of the like terms to get the final answer. 13f2+8f+813f^2 + 8f + 8

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