find the quadratic polynomial whose sum of zeros is √2 and product of zeroes is 1/3.
please solve it fast........
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Answer: One of solution is
3x^2 - 3√2x +1
There may be many solutions...
Step-by-step explanation:
Formula , S= sum of zeroes, P= product of zeroes, then
x^2 - Sx +P,
S=√2, P=1/3
x^2 - √2x +1/3
= (3x^2 - 3√2x +1) /3
= 1/3(3x^2 - 3√2x +1)
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