sketch the curve with the given polar equation by first sketching the graph of r as a function of theta in Cartesion coordinates. r=1-cos(theta)
Hope you're willing and able to use the Draw utility. Draw cos theta on the interval [0,2Pi]. Next, draw -cos theta on that same interval. Next, shift the whole graph upward by 1 unit (due to the +1 in r=1-cos theta).
would that be the answer?
No. I am following the directions in this problem; what I've asked you to do is what you're supposed to do. Now the idea is you need to translate this first graph into a polar plot.
Let theta = 0, pi/6, pi/4, pi/3, pi/2, and so on, and from your first graph obtain the corresponding lengths of r.
can you show me?
I'd be glad to do that, but first I'd like to see some of YOUR work? I need to know from where you are coming in understanding this material. earlier I asked you to sketch the graph of y=cos theta, on [0,2Pi], but you haven't done that yet.
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