find a quadratic polynomial whose zeroes are in given attachment
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let this zeroes as,
m = -2/√3 and. n = √3/4
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the normal form of quadratic equation is
x²-(m+n)x+(m×n) = 0
(fill the value " m+n " and " mn " )
x²-(-2/√3 + √3/4)x + (-2/√3 × √3/4) = 0
x²-(-8+3/4√3)x + (-1/2) = 0
x²-(-5/4√3)x -1/2 = 0
x²+5x/√3 - 1/2 = 0
___________________
m = -2/√3 and. n = √3/4
_____________________________
the normal form of quadratic equation is
x²-(m+n)x+(m×n) = 0
(fill the value " m+n " and " mn " )
x²-(-2/√3 + √3/4)x + (-2/√3 × √3/4) = 0
x²-(-8+3/4√3)x + (-1/2) = 0
x²-(-5/4√3)x -1/2 = 0
x²+5x/√3 - 1/2 = 0
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Thank you
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