(׳+6ײ+2×+44)÷(×+2)
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The zero of g(x)=1−2x is x=21
Now, by remainder theorem the remainder should be f(21)
∴f(21)=(21)3−6(21)2+2(21)−4
=(81)−6(41)+1−4
=(81)−(46)−3
=81−12−24
=-835
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add this as brainly list please
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