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Division Algorithm for a Polynomial

In eq, Divide...

Question

In eq, Dividend = (Divisor)(Quotient) + Remainder, 0 less than or equal to Remainder __ Divisor.

A

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B

=

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C

>

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D

+

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Solution

The correct option is A <

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Similar questions

Q. Dividend = Divisor x Quotient - Remainder

Q. Complete the following statements by filling in the blanks.

(1) 21 ÷ 7 = ........ ∵ 21 = 7 × 3
(2) 45 ÷ 15 = ....... ∵ 45 = ......... × ........
(3) We continue to carry out division until we get remainder zero or a whole number less than the ........ .
(4) Dividend = divisor × (......) + (......), 0 ≤ remainder < divisor
(5) When we divide 43 by 5, the quotient is ....... and the remainder is ........ .
Here, dividend ........., divisor = ........
∴ 43 = 5 × ...... + .......
(6) 2y × ......... = 10y²
(7) 5x × ......... = 15x⁴
(8) m² × ........ = 9m⁴
(9) 3m × ........... = 9m⁴

Q. For non-zero Dividend, Dividend = Divisor

\times

Quotient, only when remainder equals zero.

Dividend = (divisor $\times$ __) + Remainder

Dividend = Divisor $\times$ ___ + Remainder

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