verify whether 2,3 and 1/2 are zeroes of polynomial .p(x)=2xcube3
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Step-by-step explanation:
p(x)=2x²-11x?+17x-6
Put x=2,
p(2)=2(2)8-11(2)2+17(2)-6
=2(8)-11(4)+34-6
=16-44+28
=44-44=0
Put x=3,
P(3)=2(3)°-11(3)2+17(3)-6
=2(27)-11(9)+51-6
=54-99+51-6
=99-99=0
Put x=1/2,
p(1/2)=2(1/2)°-11(1/2)²+17(1/2)-6
=2(1/8)-11(1/4)+17/2-6=2/8-11/4+17/2-6
=1/4-11/4+17/2-6
=(1-11)/4+17/2-6
=-10/4+17/2-6
=(-10+34-24)/4
=(34-34)/4
=0/4
=0
Therefore,2,3 and 1/2 are the zeroes of the given polynomial.
Hence verified
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