Math, asked by rudra521, 11 months ago

if {(u^2+v^2) vareation (x^2+y^2)} and {(uv) variation (xy)} so prove that {(u+v) variation (x+y)} when {u/v+v/u=x/y+y/x}​

Answers

Answered by hamdhanttku755
0

Answer:

Step-by-step explanation:

If U rise to 2+ we rise to 2 variation its rise to 2+ X race why rise to chew and you we variation X whites approve that You plus we variation X plus Y when you buy V plus you by 1

Answered by GraceS
1

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