Question

Find all points of intersection of the given curves. (Assume 0 blank.)

R= 1 - cos(Theta), r = 1 + sin(theta)

Answer 1

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Answer:

• POLE
• (1+(√2)/2, 3π/4)
• (1-(√2)/2, 7π/4)

Explanation:

Your have correctly identified the points of intersection, but you need to follow directions in your entry of those answers. "POLE" goes in the first answer slot. You may also be expected to rationalize the denominator, or provide the r value as a single term.

The points of intersection are ...

POLE

((2+√2)/2, 3π/4)

((2-√2)/2, 7π/4)