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the equation r=3cos(theta) represents a circle. Find the coordinates for the center and the length of the radius
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r=\[r=3\cos(\theta)\]
Well, you could try to convert everything to rectangular coordinates first.
I tried doing it, but I got confused. Here, I'll show you what I did, just a sec
I converted it to \[x^2+y^2=9x^2\] is that first step right?
How?
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My professor told us that r=x^2 + y^2 and that x=rcos(theta)
he has that square root as equaling r, and r^2=x^2 +y^2, are you positive?
If you're confused, let's look at polar coordinates again... |dw:1364603357479:dw|
|dw:1364603416559:dw|
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