As a mission engineer for NASA, you are working on a mission to map the surface of Mars. Your boss asks you to design the optical system for a satellite that can resolve surface features as small as \(2.00 \mathrm{~m}\) across in the visible part of the electromagnetic spectrum. He tells you the instrument has to fit in a cubic bay of \(1.0-\mathrm{m}\) width. You know that to get sharp pictures, the satellite must take at least 17 hours to orbit the planet. Luckily you remember your physics classes on gravity, so you sit down to evaluate whether the job is feasible.