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Examine's 2u horrors (1 Viewer)

Examine

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This is a thread where I poast maths questions that I have difficulty in which you can suggest a recommended approach for me to take. Don't want to flood the marathons so yeah.

HELPERS GET REPS AND EVERY1 KNOWS REP IS LYF

The current questions I'm having prawbrems in is:
Find all angles between 0 and 2pi which satisfy the following

secy=2cosy

1/cosy=2cosy

1=2cos^2y

And this is where I'm stuck/don't know what I do next or if I did it wrong.

Previously asked questions
Post 1, Page 1.
Post 13, Page 1.
Post 74, Page 5.
 
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zeebobDD

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cos^2y=1/2, then cosy=1/root2 then you find the angles from there.
correct me if im wrong havent
 

Timske

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secy=2cosy

secy= 1/cosy

1/cosy=2cosy
1/cosy - 2cosy = 0
1 -2cos^2y = 0
cos^2y = 1/2
cosy = 1/root(2)
 

SpiralFlex

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*Have you learnt where these formulae come from Examy? (From a geometrical perspective.)
 

Timske

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im guessing you dont know your trig identities?
 

Examine

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No I just have a tendency on looking at questions then giving up immediately.

I was a bit spooked about the 1 because I was thinking, w8, that's it? though it didn't seem right so I consulted with the internets.

So I guess what I'm saying is I lack the c00l sk1llz to pick up on the next step.
 

RivalryofTroll

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secy=2cosy
1/cosy = 2cosy
2cos^2y = 1
cosy = + or - 1/root2
1st Quad 45
2nd Quad 180 - 45
3rd Quad 180 + 45
4th Quad 360 - 45
y = ABOVE SOLUTIONS

Where's my ten millions reps brutha?
 

Examine

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You must spread some Reputation around before giving it to RivalryofTroll again
 

RivalryofTroll

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You must spread some Reputation around before giving it to RivalryofTroll again
I help you in Maths and you shall help me back in terms of Business Studies!
"If we help each other, we will all win" - Buddha
 

Examine

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4sinx=3cosecx
4sinx=3/sinx
4sin^2x=3
sin^2x=3/4
sinx=+- root3/2

x=60,120,240,300

amirite internets?
 

RivalryofTroll

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4sinx=3cosecx
4sinx=3/sinx
4sin^2x=3
sin^2x=3/4
sinx=+- root3/2

x=60,120,240,300

amirite internets?
4sinx - 3cosecx = 0
4sinx - 3/sinx = 0
4sin^2x - 3 = 0
sin^2x = 3/4
Yep sounds right!
 

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