find the zeros by splitting the middle term
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Hello friend
√3x²-11x+6√3=0
√3x²-9x-2x+6√3=0
√3x(x-3√3)-2(x-3√3)=0
(x-3√3)(√3x-2)=0
x-3√3=0
x=3√3
√3x-2=0
x=2/√3
The zeroes of the polynomial are 3√3 and 2/√3
√3x²-11x+6√3=0
√3x²-9x-2x+6√3=0
√3x(x-3√3)-2(x-3√3)=0
(x-3√3)(√3x-2)=0
x-3√3=0
x=3√3
√3x-2=0
x=2/√3
The zeroes of the polynomial are 3√3 and 2/√3
Raj987:
TY
Answered by
1
√3x²-11x+6√3
(√3)(6√3)=18
18=9×2
=>√3x²-11x+6√3=0
=>√3x²-9x-2x+6√3=0
=>√3x(x-3√3)-2(x-3√3)=0
=>(√3x-2)(x-3√3)=0
we know that,
if ab=>
a=0 or b=0
=>(√3x-2)=0
x=2/√3
OR
(x-3√3)=0
x=3√3 ANSWER...
Hope this helps:-))
(√3)(6√3)=18
18=9×2
=>√3x²-11x+6√3=0
=>√3x²-9x-2x+6√3=0
=>√3x(x-3√3)-2(x-3√3)=0
=>(√3x-2)(x-3√3)=0
we know that,
if ab=>
a=0 or b=0
=>(√3x-2)=0
x=2/√3
OR
(x-3√3)=0
x=3√3 ANSWER...
Hope this helps:-))
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