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Trig identities

Jan 2006 q8 (b) can someone show their working out for this question and explain
Find all the solutions of theta to one dp in the interval 0 <theta <360 for which
tan^2 theta =4
Original post by sia_x11
Jan 2006 q8 (b) can someone show their working out for this question and explain
Find all the solutions of theta to one dp in the interval 0 <theta <360 for which
tan^2 theta =4


easy
root both sides to get
tanθ=2\tan \theta =2

Edit: supposed to be tanθ=±2\tan \theta =\pm 2

then solve for values
(edited 7 years ago)
Original post by thefatone
easy
root both sides to get
tanθ=2\tan \theta =2

then solve for values


Well, you would get tanθ=±2\tan \theta = \pm 2
Reply 3
Solve Tan theta for both positive and negative values
Original post by Foutre en L'air
Well, you would get tanθ=±2\tan \theta = \pm 2


ah yes i missed that thanks for pointing it out, i'll edit it?
Original post by thefatone
ah yes i missed that thanks for pointing it out, i'll edit it?

No problem, it's a very easy mistake to make!
Original post by Foutre en L'air
No problem, it's a very easy mistake to make!


That's the kind of mistake which will kill me when i don't get an A* in maths next year :/
Reply 7
Oh my bad i get it now

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