if alfa^beta are the zeroes of the equation 6x^2+x-2, find alfa/beta+beta /Alfa.....
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A/B + B/A = ((A+B)^2 - 2 AB)/AB , where A, B are root of equation
A+B = —b/a = -1/6 ,AB = c/a =-2/6 = -1/3 , put these value in above equation
= (1/36 +2/3)/-1/3 = - 25/12
A+B = —b/a = -1/6 ,AB = c/a =-2/6 = -1/3 , put these value in above equation
= (1/36 +2/3)/-1/3 = - 25/12
aliyapuda:
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alpha/beta + beta/ alpha
= alpha.alpha + beta.beta) / alpha beta
= ( alpha + beta)^2 - 2 alpha beta )/ alpha beta
AS alpha + beta = -1/6
alpha beta = -2/6 = -1/3
So (-1/6)^2 - 2×-1/3 ) / -1/3
= 1/36 + 2/3 ) / -1/3
= -( 25)×3/36
= -25/12
= alpha.alpha + beta.beta) / alpha beta
= ( alpha + beta)^2 - 2 alpha beta )/ alpha beta
AS alpha + beta = -1/6
alpha beta = -2/6 = -1/3
So (-1/6)^2 - 2×-1/3 ) / -1/3
= 1/36 + 2/3 ) / -1/3
= -( 25)×3/36
= -25/12
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