If `(log)_e4-1. 3868 ,t h e n(log)_e 4.01=` 1.3968 (b) 1.3898 (c) 1.3893 (d) none of these

If (log)_e4=1. 3868 , then (log)_e 4.01= (a) 1.3968 (b) 1.3898 (c) 1.3893 (d) none of these

If (log)_e4=1. 3868 , then (log)_e 4.01= (a) 1.3968 (b) 1.3898 (c) 1.3893 (d) none of these

If log_(epsilon)4-1.3868, thenlog _(epsilon)4.01=1.3968 (b) 1.3898(c)1.3893(d) none of these

If log_(e)4 = 1.3868 , then log_(e) 4.01 =

If log4=1.3868 then log(4.01)=

The minimum value of x/((log)_e x) is e (b) 1//e (c) 1 (d) none of these

The differential coefficient of f((log)_e x) with respect to x , where f(x)=(log)_e x , is (a) x/((log)_e x) (b) 1/x(log)_e x (c) 1/(x(log)_e x) (d) none of these

The differential coefficient of f((log)_e x) with respect to x , where f(x)=(log)_e x , is (a) x/((log)_e x) (b) 1/x(log)_e x (c) 1/(x(log)_e x) (d) none of these

The differential coefficient of f((log)_e x) with respect to x , where f(x)=(log)_e x , is (a) x/((log)_e x) (b) 1/x(log)_e x (c) 1/(x(log)_e x) (d) none of these

The minimum value of (x)/((log)_(e)x) is e(b)1/e(c)1(d) none of these