sadovnichek
New member
- Joined
- Dec 17, 2020
- Messages
- 8
Hi everyone.
I want to solve the next equation:
[math]2^{n} = n + 2[/math]
I don't know how to get complete solution. First, I try to solve with graphical method and find one root - it's n = 2. The second one placed between (-2, -1.5). Then I began an analytical solution and stuck again:
[math]\log_{2}(2^n) = \log_{2}{(n + 2)}[/math][math]n = \log_{2}{(n + 2)}[/math]???
Any ideas?
I want to solve the next equation:
[math]2^{n} = n + 2[/math]
I don't know how to get complete solution. First, I try to solve with graphical method and find one root - it's n = 2. The second one placed between (-2, -1.5). Then I began an analytical solution and stuck again:
[math]\log_{2}(2^n) = \log_{2}{(n + 2)}[/math][math]n = \log_{2}{(n + 2)}[/math]???
Any ideas?