Math, asked by kumaran2, 1 year ago

find the remainder when x power4 is divided by x-1

Answers

Answered by Anonymous
0
Dont know if its correct.Please report it if its wrong:)

Lets put it in the form

x^4+0^3+0^2+0+0 -----p (x)

So on dividing p(x) with (x-1)

we get q (x)=x^3+x^2+x+1

& r(x)=1

Sorry cant show the whole calculation.Plzz try it in this method

Hope it would help u °_°


Answered by Anonymous
2
Hello 
____________________
Here f(x) = x⁴
And  f(1) = 1⁴ = 1 
____________________
Because x-1 is a factor and x = 1 which is a zero of function of x 
____________________
So Remainder = 1


Dippideeepudedeepya: x^4+0^3+0^2+0+0 -----p (x)

So on dividing p(x) with (x-1)

we get q (x)=x^3+x^2+x+1

& r(x)=1
Anonymous: Yes
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