- #1
Murad A.Omar
hi
how are you all
can you help me in finding the anti derivative of the function
x/lnx
how are you all
can you help me in finding the anti derivative of the function
x/lnx
The anti derivative of x/lnx is ln(lnx) + C, where C is a constant.
To find the anti derivative, you can use the integration by parts method or the substitution method. Both methods will result in the same answer of ln(lnx) + C.
Yes, the anti derivative can be simplified to ln(lnx) + C, but it cannot be simplified further as it is a natural log function.
The domain of the anti derivative of x/lnx is (0, ∞), as ln(x) is undefined for x = 0 and negative numbers.
Yes, the anti derivative of x/lnx is a continuous function for all values in its domain, as it is the inverse of a continuous function.