If one zero of polynomial p (x)=ax3-6x2+11x-6 is 4 than find the value of a
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Answered by
4
solution:
Here one zero is given=4
so, a(4)^3 -6(4)^2+ 11(4) - 6=0
=> 64a - 96 + 44 - 6= 0
=> 64a - 58= 0
=> 64a=58
=> a= 58/64
=> a= 0.96
_____________
hope it helps☺☺☺
Here one zero is given=4
so, a(4)^3 -6(4)^2+ 11(4) - 6=0
=> 64a - 96 + 44 - 6= 0
=> 64a - 58= 0
=> 64a=58
=> a= 58/64
=> a= 0.96
_____________
hope it helps☺☺☺
Answered by
1
Given one zero is 4 i.e. x=4
So
a(4)^3-6(4)^2+11x4-6
64a-96+44-6=0
64a-102+44=0
64a-58=0
64a=58
a=29/32
So
a(4)^3-6(4)^2+11x4-6
64a-96+44-6=0
64a-102+44=0
64a-58=0
64a=58
a=29/32
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