If then prove that dy/dx = xloga - y/ x logx
qais:
about term a??
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taking ㏒ both sides,
y㏒x = x㏒a
now differentiating both side with respect to x,
dy/dx(㏒x) +y/x = ㏒a
⇒dy/dx = (㏒a -y/x)/㏒x
=(x㏒a -y)/x㏒x
y㏒x = x㏒a
now differentiating both side with respect to x,
dy/dx(㏒x) +y/x = ㏒a
⇒dy/dx = (㏒a -y/x)/㏒x
=(x㏒a -y)/x㏒x
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