help solve: ln(2-ln3x) = 1
Transform! Use this \(log_{b}(a) = c \iff b^{c} = a\) for suitable a, b, and c.
i did! and it gave me: \[2-\ln3x = e\] and then i put it to: \[2-e = \ln3x\] what now?! :O
What's preventing you from doing the same thing?
so, x = 3 / e^2-e ?
Well, that's kind of horrible notation. Add some parentheses and you'll be closer. Get the division right-side up and you'll be golden. \(2−e=ln(3x) \implies e^{2-e} = 3x \implies x = \dfrac{e^{2-e}}{3}\)
oh fail, I've been doing this assignment for 6 hours, I musn't have realized that I did a fail of a division there. thank you for pointing it out.
No worries. You were getting it. No trouble bailing you out after 6 lonely hours. Can't be there on your exam. Get enough rest and BE CAREFUL.
thanks :)
Join our real-time social learning platform and learn together with your friends!