Math, asked by fanishwardhruw, 1 month ago

Using Remainder Theorem find the remainder when x3 - x2 + x - 1 is divided by x - 1 (a) -2 (b) -1 (c) 1 (d) 0​

Answers

Answered by hamdankasim17
0

Answer:

p(x)=1

3*1-2*1+1-1

3-2+1-1

-1+0=-1

remainder=-1

(a)p(x)=2

3*2-2*2+2

6-4+2=0

remainder=0

(b)p(x)=1

3*1-2*1+1-1

3-2+1-1

-1+0=-1

remainder=-1

(C)p(x)=-1

-1*3--1*2+-1-1

-3-2+-2

-5-2=-7

remainder=-7

(d)p(x)=0

0*3-0*2+0-0

0-0+0-0=0

remainder=0

Step-by-step explanation:

(a)p(x)=2

3*2-2*2+2

6-4+2=0

remainder=0

(b)p(x)=1

3*1-2*1+1-1

3-2+1-1

-1+0=-1

remainder=-1

(C)p(x)=-1

-1*3--1*2+-1-1

-3-2+-2

-5-2=-7

remainder=-7

(d)p(x)=0

0*3-0*2+0-0

0-0+0-0=0

remainder=0

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