SOLUTION: Suppose we have a graph of parametric equations x=bsin(t), y=b(cos(t))^3 on where t is on [0,2pi]. A. Find the point(s) on the given graph where the slope of the tangent line is

Algebra ->  Complex Numbers Imaginary Numbers Solvers and Lesson  -> Lesson -> SOLUTION: Suppose we have a graph of parametric equations x=bsin(t), y=b(cos(t))^3 on where t is on [0,2pi]. A. Find the point(s) on the given graph where the slope of the tangent line is       Log On


   

Question 1039918: Suppose we have a graph of parametric equations x=bsin(t), y=b(cos(t))^3 on where t is on [0,2pi].
A. Find the point(s) on the given graph where the slope of the tangent line is 3/4. (Find t values not x,y values)
B. Determine the area, in terms of b, of the region enclosed by the graph.
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