HEYY TENTHIES
here's your question
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Q. Is in the attachment
Q.12
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Answered by
0
So let the polynomial be p(x)
now as per the conditions
alpha +beta = -b/a
therefore on comparing coefficients we get 4root3 as the value of alpha +beta
for the product of zeroes the condition is
alpha.beta=c/a
therefore the product of alpha and beta is 3
putting the above values in
alpha +beta - alpha. beta
we get
4root3 -3.
Hope this helps.
Answered by
4
Answer:
HEYA FRIEND HERE IS YOUR ANSWER
To find α+β -αβ <1>
p(x) = x² - 4√3x + 3
a=1 , b= -4√3 , c= 3
Now,
We know that α+β = -b/a
= -(-4√3)/1
= 4√3 <2>
Also,
αβ = c/a
= 3/1
=3 <3>
Now substituting the value of α+β and αβ from 2 and 3 in 1 we get
= 4√3 - 3
HOPE IT HELPS YOU!!!
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