Lexie!!!!!! Aaaaaaaaaaaahhhhhh!!!!

KillerMuffin

Seraphically Disinclined
Joined
Jul 29, 2000
Posts
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Would you please explain to me how in the fuck anyone could possibly come up with 0, pi/3, 2pi/3 from this STUPID thing???

Find the solutions of the equation that are in the interval [0,pi) use an addition or subtraction formula.

sin4t cost = sint cos4t

I'm going to murder my trig teacher. He looks like Yoyotwat. He sounds like Yoyotwat. He makes less sense than Yoyotwat. He stares at my breasts when I ask him a question like Yoyotwat would if he could. I swear he's thinking 'HEEEEEEEEEEEE!!!!' with every statement.
 
seXieleXie said:
i just saw this. give me a few :)

She's gotta go put on her Supergirl outfit. It's really cute. The boots are to die for.
 
muff, do you have AIM, Yahoo, MSN or any other messanger? maybe it would be better to do this without an audience. it's also difficult to type math symbols.
 
I would help but I sealed off the part of my brain that deals with trig. It is now encased in concrete.

Edit.

Use the PM's Lexi I dont think KM has messenger stuff.
 
KillerMuffin said:

I'm going to murder my trig teacher. He looks like Yoyotwat. He sounds like Yoyotwat. He makes less sense than Yoyotwat. He stares at my breasts when I ask him a question like Yoyotwat would if he could. I swear he's thinking 'HEEEEEEEEEEEE!!!!' with every statement.

:eek: You mean my old calculus professor teaches trig now?
 
i know no one cares, but i'll post the answer anyway.


first, subtract sin (t) cos (4t) from both sides of the equation:

sin(4t) cos (t) [-sin (t) cos (4t)] = sin (t) cos (4t) [-sin (t) cos (4t)]

that gives you:

sin(4t) cos (t) - [sin (t) cos (4t)] = 0

if you use a subtraction formula as instructed (which you have to either derive, memorize, or look up in a book) you get this:

sin (4t-t) = 0

which simplifies to:

sin (3t) = 0

then you want to find the values between 0 and pi for which this equation is two. you can do that with a graph, or you can memorize the values on sine at various key angles. but it works out to 0, pi/3 and 2pi/3.


simple as pie
:cool:
 
:D Lexie rocks.

And Marxist is right. Those supergirl boots are to die for.
 
Guru said:
It's been so long since I needed trig... I think trig is one of those things that nobody *really* ever needs. Ever.

You would think so but if I had actually continued in Engineering I would use the basic to moderately difficult trig functions almost everyday.
 
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