99. Completed Pass. At Enormous State University (ESU), the football team records its plays using vector displacements, with the origin taken to be the position of the ball before the play starts. In a certain pass play, the receiver starts at $+1.0 \hat{\imath}-5.0 \hat{\jmath}$, where the units are yards, $\hat{\mathbf{i}}$ is to the right, and $\hat{j}$ is downfield. Subsequent displacements of the receiver are $+9.0 \hat{\imath}$ (in motion before the snap), $+11.0 \hat{y}$ (breaks downfield), $-6.0 \hat{\imath}+4.0 \hat{\jmath}$ (zigs), and $+12.0 \hat{i}+18.0 \hat{j}$ (zags)

 99. Completed Pass. At Enormous State University (ESU), the football team records its plays using vector displacements, with the origin taken to be the position of the ball before the play starts. In a certain pass play, the receiver starts at $+1.0 \hat{\imath}-5.0 \hat{\jmath}$, where the units are yards, $\hat{\mathbf{i}}$ is to the right, and $\hat{j}$ is downfield. Subsequent displacements of the receiver are $+9.0 \hat{\imath}$ (in motion before the snap), $+11.0 \hat{y}$ (breaks downfield), $-6.0 \hat{\imath}+4.0 \hat{\jmath}$ (zigs), and $+12.0 \hat{i}+18.0 \hat{j}$ (zags). Meanwhile, the quarterback has dropped straight back to a position $-7.0 \hat{\jmath}$. How far and in which direction must the quarterback throw the ball? (Like the coach, you will be well advised to diagram the situation before solving it numerically.)