logx/2=logy/3 find the value of y^4/x^6
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Since log x / 2 = log y / 3,
3 log x = 2 log y
-> log x ^ 3 = log y ^ 2
-> x^3 = y^2
-> On squaring both sides we get,
-> x^6 = y^4
Since both are equal, value of y^4/x^6 = 1 Ans.
3 log x = 2 log y
-> log x ^ 3 = log y ^ 2
-> x^3 = y^2
-> On squaring both sides we get,
-> x^6 = y^4
Since both are equal, value of y^4/x^6 = 1 Ans.
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