If (a/b) + (b/a) = 4 then the value of (a^2 / b^2)+(b^2 / a^2) is
kaibalya1:
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Answered by
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(a/b+b/a)^2 =4^2.
(a/b)^2+(b/a)^2+2=16
ans 14
(a/b)^2+(b/a)^2+2=16
ans 14
Answered by
1
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a/b+b/a=4
=(a/b+b/a)^2=16
=a^2/b^2+b^2/a^2+2=16
=a^2/b^2+b^2/a^2=14
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a/b+b/a=4
=(a/b+b/a)^2=16
=a^2/b^2+b^2/a^2+2=16
=a^2/b^2+b^2/a^2=14
!@**&%^&& please follow.me and tag me as brainlist
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