write a quadratic polynomial whose two distinct zeroes are 1/2 and 2
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Answered by
7
Alpha + bita =1/2
AlphaBita =2
X^2-(alpha +bita) x-aphabita
X^2-(1/2)x-2=0
Hope its helpful for you
AlphaBita =2
X^2-(alpha +bita) x-aphabita
X^2-(1/2)x-2=0
Hope its helpful for you
MaTHshik:
I think u read the question in a wrong way
OK sorry
I will try it
Answered by
9
Let alpha be1/2 and beta be 2
The formula to make a quadratic polynomial :
x²-(alpha+beta)x+alpha*beta
x²-(1/2+1)x+1/2*1
x²-3/2x+1/2 or 2x²-3x+1 is the required polynomial.
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The formula to make a quadratic polynomial :
x²-(alpha+beta)x+alpha*beta
x²-(1/2+1)x+1/2*1
x²-3/2x+1/2 or 2x²-3x+1 is the required polynomial.
Make it as brainliest!
i think it is not the answer
please check it again
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