show that x^3-6x+11x-6 is divisible by x-1
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1
Answer:
Proved
Step-by-step explanation:
Finding the zero of (x-1)
x-1=0
or, x = -1
Now, replacing the value of x expression:
x^3-6x+11x-6
=(-1)^3-6(-1)+11(-1)-6
= -1 +6 -11 -6
= 12 - 12
= 0 [Remainder]
Since the remainder is 0, x^3-6x+11x-6 is divisible by x-1
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