A andybandy Member Joined Sep 1, 2012 Messages 294 Gender Male HSC 2013 Oct 20, 2013 #1 http://www.boardofstudies.nsw.edu.a...doc/2010-hsc-exam-mathematics-extension-1.pdf I dont really understand how to prove it?
http://www.boardofstudies.nsw.edu.a...doc/2010-hsc-exam-mathematics-extension-1.pdf I dont really understand how to prove it?
H HeroicPandas Heroic! Joined Mar 8, 2012 Messages 1,547 Gender Male HSC 2013 Oct 20, 2013 #2 It says to use (iii) to show that F'(theta) = 0 when (theta) = blah It is saying, prove that:
A andybandy Member Joined Sep 1, 2012 Messages 294 Gender Male HSC 2013 Oct 20, 2013 #3 its a 1 marker though, so im really curious if, that id have to expand all that
H HeroicPandas Heroic! Joined Mar 8, 2012 Messages 1,547 Gender Male HSC 2013 Oct 20, 2013 #4 andybandy said: its a 1 marker though, so im really curious if, that id have to expand all that Click to expand... Well in part (iii) You prove that F'(theta) = 0 right? What is the condition when this is true? Spoiler \tan2\theta \tan\alpha = -1 Use this to find the value of theta
andybandy said: its a 1 marker though, so im really curious if, that id have to expand all that Click to expand... Well in part (iii) You prove that F'(theta) = 0 right? What is the condition when this is true? Spoiler \tan2\theta \tan\alpha = -1 Use this to find the value of theta
A andybandy Member Joined Sep 1, 2012 Messages 294 Gender Male HSC 2013 Oct 20, 2013 #5 how would i do that though? im sorry ahah, this is just really confusing me