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Divide. If the polynomial does not divide evenly, include the remainder as a fraction.\newline(5f2+50f)÷(f10)(-5f^2 + 50f) \div (f - 10)\newline______

Full solution

Q. Divide. If the polynomial does not divide evenly, include the remainder as a fraction.\newline(5f2+50f)÷(f10)(-5f^2 + 50f) \div (f - 10)\newline______
  1. Divide and Write: Divide the first term of the dividend, 5f2-5f^2, by the first term of the divisor, ff, to get 5f-5f. Write 5f-5f above the division bar.
  2. Multiply and Subtract: Multiply the divisor (f10)(f - 10) by 5f-5f to get 5f2+50f-5f^2 + 50f. Subtract this from the dividend.
  3. Check for Remainder: After subtraction, the remainder is 00.\newlineSo, the division is even with no remainder.
  4. Final Quotient: The quotient is 5f-5f, and there is no remainder.

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