If y = loga x + logx a + logx x + loga a, then dy/dx
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Step-by-step explanation:
y = loga x + logx a + logx x + loga a
We know loga x = log x/log a
y = log x/log a + log a/log x + log x/log x + log a/log a
y = log x/log a + log a/log x + 1 + 1
y = log x/log a + log a/log x + 2
dy/dx = 1/x log a – [(log a)/(log x)2](1/x)
= 1/x log a – (log a)/x(log x)2
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