Let an ellipse be parameterized by the equations
$\begin{aligned}
& x=-3+3 \sin t \
& y=4+5 \cos t
\end{aligned} .$
a) What is the center?
b) What is the length of the major axis?
c) What is the length of the minor axis?
d) Find an implicit equation of the curve.

Question

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The Answer of Let an ellipse be parameterized by the equations
$\begin{aligned}
& x=-3+3 \sin t \
& y=4+5 \cos t
\end{aligned} .$
a) What is the center?
b) What is the length of the major axis?
c) What is the length of the minor axis?
d) Find an implicit equation of the curve.

Let an Ellipse Be Parameterized by the Equations x=−3+3sin⁡ty=4+5cos⁡t.\begin{aligned}& x=-3+3 \sin t \\& y=4+5 \cos t\end{aligned} .​x=−3+3sinty=4+5cost​.

Let an Ellipse Be Parameterized by the Equations $\begin{aligned}& x=-3+3 \sin t \\& y=4+5 \cos t\end{aligned} .$