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Given the famous curve: x = t − sin(t), y = 1− cos(t)
Question Description
a. Find the (x, y) coordinates for the point P when t = π/6
b. Find the slope at point P
c. Find its tangent line in (x, y) coordinate system at P
d. Find the area under the curve for θ from 0 to 2𝜋
e. Find the arc length for θ from 0 to 2𝜋
f. Find the surface area if revolve around x axis
g. Find the volume if revolve around x axis
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