If x²+y² = 79xy show that
2log(x+y) =4log3+logx+logy.
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Your answer is given :
.: x²+y² = 79xy
show 2log(x+y)=4log3+logx +logy
Log(x+y)^2=log(x•y•81)
x²+y²+2xy=81xy
79xy+2xy=81xy. ( x²+y²=79xy)
81xy=81xy.(.:loga^m+loga^n=log a^mn)
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