Q2 Misc Ex Ch06 App of Derivative XII Maths Show that the function given by log x/ x has maximum at

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XII Applications of Derivatives Show that logx/x has a maximum value at x = e. XII Applications of Derivatives Show that logx/x has a maximum value at x = e.
Show that the function given by f(x)= logx/x has maximum at x = e. Show that the function given by f(x)= logx/x has maximum at x = e.
Q2 Miscellaneous Exercise Chapter6 Class 12 Math || Class 12 Miscellaneous Exercise Chapter6 Q2 Q2 Miscellaneous Exercise Chapter6 Class 12 Math || Class 12 Miscellaneous Exercise Chapter6 Q2
Show that f(x) = log x / x has a maximum at x = e Show that f(x) = log x / x has a maximum at x = e
Show that the function given by `f(x)=(logx)/x` has maximum at `x = e` .... Show that the function given by `f(x)=(logx)/x` has maximum at `x = e` ....
#jee #AOD Maximum value of logx/x #jee #AOD Maximum value of logx/x
Class 12th Maths Chapter 6 | Miscellaneous Exercise (Q1 to Q16) | Application of Derivatives | NCERT Class 12th Maths Chapter 6 | Miscellaneous Exercise (Q1 to Q16) | Application of Derivatives | NCERT
Class 12 Maths | Chapter 6 | Application of Derivatives |Miscellaneous Exercise-Q2 | NCERT Solutions Class 12 Maths | Chapter 6 | Application of Derivatives |Miscellaneous Exercise-Q2 | NCERT Solutions