Find the zeroes of 2x3 – 11x2 + 17x – 6
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Answer:
Factorise 2x³-11x²+17x-6
Use x-2 so value of x become 2
Put value of x in the equation you find remainder =0
then divide Equation by x-2
then u get
(x-2) (2x²-7x+3)
then u factorise 2x²-7x+3
2x²-6x-x+3
you get
(x-2)(2x-1)(x-3)
After that u find αβ¥
by putting =0 in (x-2)=0
2x-1=0
x-3=0
u get
x=2,x=1/2,x=3 these are values of zeroes αβ¥
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