Derivative of ln x^ln x

preview_player
Показать описание
differentiation of ln x^ln x - this video will show the solution to the differentiation of ln x^ ln x
Рекомендации по теме
Комментарии
Автор

The equation is hard to tell without the use of parentheses. Is it y=(ln(x))^(ln(x)) or y=ln(x^(ln(x))? Since you have already did that in this video, there is a way you can do without using log differentiation. You can change the variable in the base to base e. When you do that, you can differentiate using chain rule and product rule. The answer will come out to be the same.

justabunga
Автор

Why you don't used the log property to bring the power down & say y=(lnx)^lnx then y=lnx lnx

jackdeago
Автор

Thank you very much!
Your video was really helpful in understanding the differentiation of the given function. But I have a question: why can't we solve it through the power rule?

zahidullahnoori