Question

the remainder obtained when the polynomial p(x) is divided by (b-ax) is

please tell fast

Answer 1

Answer:

Hi ,

By Remainder theorem :

If p(x) is divided by ( ax - b ) then the remainder

is p ( b/a ) .

it is easy to find the zero of p( x ) . which is

given below ,

ax - b = 0

ax = b

x = - b/a

i.e remainder is p( -b/a )

I hope this helps you.

Answer 2

Answer:

(-b/a)

Step-by-step explanation:

By Remainder theorem :

If p(x) is divided by ( ax - b ) then the remainder

is p ( b/a ) .

it is easy to find the zero of p( x ) . which is

given below ,

ax - b = 0

ax = b

x = - b/a

Therefore,

Remainder = (-b/a)

Hope it helps!