Consider a probe of mass 750 kg in a low-Venus orbit (circular orbit A) that needs to move to a higher orbit (circular orbit B) as shown in the figure. To move from orbit A to orbit B, the satellite must travel through an intermediate elliptical orbit known as a transfer orbit. Calculate the work produced by the probe's engine to move the probe from orbit A to the elliptical orbit.

Four masses, which are called: $m_1=5\text{ kg}$, $m_2=4\text{ kg}$, $m_3=3\text{ kg}$, and $m_4=6\text{ kg}$, are positioned at the corners of a rectangle as shown below. Determine what the $x$ and $y$ components of the gravitational force exerted on mass $m_1$ due to the other three masses will be. Express the force in vector notation using $\hat{i}$ and $\hat{j}$.