Question

If polynomial P is divided by another polynomial Q, then what should be subtracted from P so that it is completely divisible by Q

Answer 1

Answer:

Hence, 10 should be subtracted by the polynomial p(x) so that it is divisible by q(x

Step-by-step explanation:

Answer 2

Answer:

We have,

Polynomial p(x)=3x  

3  +4x  2 +5x−13

Any division statement can be rewriiten in the form of

Dividend = Divisor ´ Quotient + Remainder.

When the remainder is zero, the dividend is said to be the multiple of the divisor.

 

When the remainder is not equal to zero, and if it is subtracted from the dividend, then the dividend would become a multiple of divisor.

Dividend=3x  

3 +4x  2  +5x−13

Divisor=x  

2 −2x+3

 

Divide the dividend by divisor

Quotient=3x+10

Reminder=16x−43

Hence, On subtracting 16x−43 from the dividend, it will be exactly divisible by the given divisor.

Step-by-step explanation: