1) Change (8, 23°) into rectangular form. 2) Change (3, 2π) into rectangular form. 3) Change (5, 180°) into rectangular form.

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1) Change (8, 23°) into rectangular form. 2) Change (3, 2π) into rectangular form. 3) Change (5, 180°) into rectangular form.

Mathematics
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1. Easy 2. Easier 3. Easiest
how about some answers then.
Nah, I'm good. Giving answers don't help anyone learn anything.

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ok, then get off of my page and never comment again. @Hero
Are you threatening me?
good bye.
Bye
(8,23 degrees) = (r, theta) r = 8 theta = 23 degrees ------------------------------ x = r*cos(theta) x = 8*cos(23) x = ??? y = r*sin(theta) y = 8*sin(23) y = ??? The answer will be in the form (x,y)
hmm..
all you have to do is evaluate 8*cos(23) and 8*sin(23) using a calculator
i go -0.5
got*
for which one, 8*cos(23) or 8*sin(23) ?
DamnImBad
do you know the answers?
Nope, I don't remember how to do this
@jim_thompson5910 gae u the fomula all you have to do is finish the problem
@lalaloopsey, unblock me.
answer my questions then..
I'll see what I can do, but unblock me
|dw:1354167570002:dw| r = 8
x = 8 cos (23) y = 8 sin (23)
All you have to do now is simply use your calculator. Make sure it's in degree mode. You can use the same method for the others
ok..can you set the other ones up?
You use the same exact method on the others. Well, the third one actually doesn't have a vertical component. But you probably already knew that.
no.. i didnt.
ok i wanna try 3rd problem
here r=5
\[here \theta=180\]
x = -5 y = 0
x=rcos180=5cos180=5(-1)=-5
High Schoolers have it so easy
This stuff is cake compared to University level
and y=rsin180=5sin180=5(0)=0
did u get my solution
Bro, you didn't need to write all of that. And no, she doesn't get it.
ok
i need graphical representation to make it clearer
There, we helped you with the 1st one and the third one @lalaloopsey . Now do the second one on your own.
|dw:1354170698514:dw|

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