Write a quadratic polynomial some of whose zeroes is 2root 3
gviswanath2003:
Give the product of the roots
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if you mean both zeroes are 2√3 then this is your answer
thus
α = 2√3 =β
then polynomial will be
P(x) = x² - (α+β)x +αβ
P(x) = x² - (2√3+2√3)x + 2√3*2√3
P(x) = x² - 4√3x + 12
thus your polynomial will be
x² - 4√3x+12
whose zeroes are 2√3 and 2√3
Hope it helps you
Please mark it as BRAINLIST if it helps you or if it Deserves it..
thus
α = 2√3 =β
then polynomial will be
P(x) = x² - (α+β)x +αβ
P(x) = x² - (2√3+2√3)x + 2√3*2√3
P(x) = x² - 4√3x + 12
thus your polynomial will be
x² - 4√3x+12
whose zeroes are 2√3 and 2√3
Hope it helps you
Please mark it as BRAINLIST if it helps you or if it Deserves it..
Answered by
1
Hope it will help u.....
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