\Large{ \log_{2+\sqrt{ 3\,}}\left(2\, -\, \sqrt{ 3\,}\right)^2 } help :D with steps pls
7 7Hero New member Joined May 18, 2017 Messages 4 May 18, 2017 #1 \(\displaystyle \Large{ \log_{2+\sqrt{ 3\,}}\left(2\, -\, \sqrt{ 3\,}\right)^2 }\) help with steps pls Last edited by a moderator: May 19, 2017
\(\displaystyle \Large{ \log_{2+\sqrt{ 3\,}}\left(2\, -\, \sqrt{ 3\,}\right)^2 }\) help with steps pls
mmm4444bot Super Moderator Joined Oct 6, 2005 Messages 10,962 May 18, 2017 #2 What have you thought about or tried so far? Please read the forum guidelines. :cool: Here is a hint: \(\displaystyle \dfrac{1}{2 + \sqrt{3}} = 2 - \sqrt{3}\)
What have you thought about or tried so far? Please read the forum guidelines. :cool: Here is a hint: \(\displaystyle \dfrac{1}{2 + \sqrt{3}} = 2 - \sqrt{3}\)
D Deleted member 4993 Guest May 18, 2017 #3 mmm4444bot said: What have you thought about or tried so far? Please read the forum guidelines. :cool: Here is a hint: \(\displaystyle \dfrac{1}{2 + \sqrt{3}} = 2 - \sqrt{3}\) Click to expand... Nice hint Mark --- made me think
mmm4444bot said: What have you thought about or tried so far? Please read the forum guidelines. :cool: Here is a hint: \(\displaystyle \dfrac{1}{2 + \sqrt{3}} = 2 - \sqrt{3}\) Click to expand... Nice hint Mark --- made me think