Home
Class 11
MATHS
If alphaand betaare different complex n...

If `alpha`and `beta`are different complex numbers with `|beta|=1,`then find `|(beta-alpha)/(1- baralphabeta)|`.

Promotional Banner

Similar Questions

Explore conceptually related problems

If alpha and beta are different complex numbers with |beta|=1 , then find |(beta-alpha)/(1-baralpha beta)|

If alpha and beta are different complex numbers with absbeta=1 . then find abs((beta-alpha)/(1-baralphabeta))

If alpha and beta are different complex numbers with |beta| =1 , then |(beta - alpha)/(1 - baralpha beta)| is equal to

If alpha and beta two different complex numbers with |beta|=1 , then |(beta-alpha)/(1-bar(alpha)beta)| is equal to

If alpha and beta are different complex numbers with absbeta = 1 , then find abs((beta-alpha)/(1-overlinealphabeta))

If alpha and beta are different complex numbers with abs(beta) = 1, then find abs(frac{beta-alpha}{1+ (bar alpha) beta})