For the set of parametric equations x=Acos(t)+B, y=Csin(t)+D: a) Eliminate the parameter by isolating cos(t) and sin(t). Explain exactly how to graph this shape.  b) Find parent functions for x and y in terms of t, then explain which transformations occurred to get this set of parametric equations.

Q: B] Convert the following equation from polar to Cartesian coordinates: p² = 5 tan(8) - sec(6)

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