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Divide. If the polynomial does not divide evenly, include the remainder as a fraction.\newline(8d2+89d84)÷(d10)(-8d^2 + 89d - 84) \div (d - 10)\newline______

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Q. Divide. If the polynomial does not divide evenly, include the remainder as a fraction.\newline(8d2+89d84)÷(d10)(-8d^2 + 89d - 84) \div (d - 10)\newline______
  1. Divide and Write: Divide the first term of the dividend, 8d2-8d^2, by the first term of the divisor, dd, to get 8d-8d. Write 8d-8d above the division bar.
  2. Multiply and Subtract: Multiply 8d-8d by (d10)(d - 10) to get 8d2+80d-8d^2 + 80d. Write this below the dividend and subtract it from the dividend.
  3. Divide and Write: After subtracting, the new dividend becomes 9d849d - 84. Now, divide 9d9d by dd to get 99. Write 99 above the division bar next to 8d-8d.
  4. Multiply and Subtract: Multiply 99 by (d10)(d - 10) to get 9d909d - 90. Write this below the new dividend and subtract it.
  5. Include Remainder: After subtracting, the remainder is 66. Since there are no more terms in the dividend to bring down, we include the remainder as a fraction over the divisor.

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