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Posts: 9665

solve the equation for all exact solutions in the domain {0

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Posts: 9665

FUCK it disappeared

solve the following equation for all exact solutions of the domain {0,2pi}

3cos(squared)t = sin(squared)t

word.

solve the following equation for all exact solutions of the domain {0,2pi}

3cos(squared)t = sin(squared)t

word.

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Posts: 13893

12

SUPPORT EC HEADWEAR

piece of advice from personal experience- don't send your dad a cheap hooker. it doesn't go over well.

-crazyfuck

piece of advice from personal experience- don't send your dad a cheap hooker. it doesn't go over well.

-crazyfuck

Posts: 65

verify or solve?

Posts: 9665

solve.

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Posts: 10772

fuck. i'm doing my trig test now. shit sucks.

Posts: 3332

sorry, i am no help to you. i am still working with shapes

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Posts: 6673

Hello Ted/Erin

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Posts: 1687

is t the variable for theta? if not you need to add your thetas

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Posts: 37

stole my icon bitch

Posts: 4087

You have to use your identities.

You use the first one, and make that sin squared into a cos or vis versa whatever you want to do and then solve from there.

You use the first one, and make that sin squared into a cos or vis versa whatever you want to do and then solve from there.

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Do you beat your dick like it owes you money? - Brettski.

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Do you beat your dick like it owes you money? - Brettski.

Posts: 4087

awwwwww shit.

well you would use:

sin^2 + cos^2 = 1

so say you want to make that sin squared into cosine it would be:

sin^2=1-cos^2

well you would use:

sin^2 + cos^2 = 1

so say you want to make that sin squared into cosine it would be:

sin^2=1-cos^2

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Do you beat your dick like it owes you money? - Brettski.

--------------------------------

Do you beat your dick like it owes you money? - Brettski.

Posts: 958

Cos^2 = 1/4

so cos =1/2 so pi/3 and 5 pi/3

so cos =1/2 so pi/3 and 5 pi/3

Powder snow skiing is not fun. It's life, fully lived, life lived in a blaze of reality

Posts: 958

Explanation

3cos^2(t) = sin^2 (t)

Identity: sin^2= 1-cos^2

3cos^2(t) = 1-cos^2(t)

3cos^2(t)+cos^2(t)=1

4cos^2 = 1

cos^2 = 1/4

so cos =1/2 and therefore 60 degree angles in quadrant I and IV

I don't know if this is right, it has been over a year since I took this class.

3cos^2(t) = sin^2 (t)

Identity: sin^2= 1-cos^2

3cos^2(t) = 1-cos^2(t)

3cos^2(t)+cos^2(t)=1

4cos^2 = 1

cos^2 = 1/4

so cos =1/2 and therefore 60 degree angles in quadrant I and IV

I don't know if this is right, it has been over a year since I took this class.

Powder snow skiing is not fun. It's life, fully lived, life lived in a blaze of reality

Posts: 1085

I'm so glad my major doesn't involve math

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Posts: 4087

That appears to be correct? That's what I would of done.

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--------------------------------

Do you beat your dick like it owes you money? - Brettski.

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Do you beat your dick like it owes you money? - Brettski.

Posts: 8875

ok, well

3cos(2)t=1-cos(2)t

4cos(2)t=1

cos(2)t=1/4

cost=+/-1/2

reference angle = 60

t= pie/3, 2pie/3, 4pie/3, 5pie/3

i think i litterally just did that question for homework

3cos(2)t=1-cos(2)t

4cos(2)t=1

cos(2)t=1/4

cost=+/-1/2

reference angle = 60

t= pie/3, 2pie/3, 4pie/3, 5pie/3

i think i litterally just did that question for homework

Posts: 8875

you guys didnt solve it correctly

when you go from cos^2t=1/4 and square root it, you get +/-1/2 which is HUGE. dont miss it

when you go from cos^2t=1/4 and square root it, you get +/-1/2 which is HUGE. dont miss it

Posts: 1166

fuck trig

cut some BLOOD

Posts: 8875

no no, fuck geometry proofs. worst time of my life. i have a 4.0 in math, i got a 1.5 when we did geometry proofs...

Posts: 297

LOL im at weighted means right now i'm gonna have to deal with trig next year FUUUUUU-

Posts: 4087

Geometric haha.

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Do you beat your dick like it owes you money? - Brettski.

Posts: 65

sucks

Posts: 958

Mehh I am in statistics mode where everything I think of is in terms of probability.

SO glad I got that AP exam over with today.

SO glad I got that AP exam over with today.

Powder snow skiing is not fun. It's life, fully lived, life lived in a blaze of reality

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