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Can a divisor be less

  1. Use the Remainder Theorem to determine whether x + 1 is a divisor of P(x)=2x3+4x2−2x+12 (1 point) Responses x+1 is a divisor
  2. Use the Remainder Theorem to determine whether x + 1 is a divisor of P(x)=2x3+4x2−2x+12 (1 point) Responses x+1 is a divisor
  3. Use the Remainder Theorem to determine whether x + 1 is a divisor ofP(x)=2x3+4x2−2x+12 (1 point) Responses x+1 is a divisor of
  4. Use the Remainder Theorem to determine whether x + 1 is a divisor. Show your work.P(x) = 2x^3 + 4x^2 - 2x + 12 A. x+1 is a
  5. To divide multi-digit decimals, it is okay to keep a decimal in(1 point) Responses the divisor but not the dividend. the divisor
  6. To divide multi-digit decimals, it is okay to keep a decimal in(1 point)Responses the dividend but not the divisor. the dividend
  7. To divide multi-digit decimals, it is okay to keep a decimal in(1 point) Responses neither the divisor nor the dividend. neither
  8. To divide multi-digit decimals, it is okay to keep a decimal in(1 point) Responses the dividend but not the divisor. the
  9. To divide multi-digit decimals, it is okay to keep a decimal in(1 point)Responses neither the divisor nor the dividend. neither
  10. The divisor and qutient of the number 6123 are same andthe remainder is half of the divisor. Find the divisor.