Find a Cartesian equation in standard form for the ellipse with center at , semi-axes of lengths 4 and 3, and major axis parallel to the -axis.
Since the major axis has length 4 and is parallel to the -axis we have , and since the minor axis has length 3 we have . Since the center is at we then have the Cartesian equation
Is this the last RoRi’s solution for this book?
It’s not, as there are some solutions in chapter 14 as well.