**Problem Statement:**1. Let's say you are measuring the velocity of an object before and after a collision. Let the mean velocity before the collision be \( v_1 \) and the mean velocity after the collision be \( v_2 \). If the errors in both velocities are given by \( \epsilon_1 \) and \( \epsilon_2 \), respectively, then what is the error in the difference between the two velocities given by \( v_2 - v_1 \)?

Given: It is given that the velocity of an object before and after a collision. Let the mean…

Let's say you are measuring the velocity of an object before and after a collision. Let the mean velocity before the collision be v, and the mean velocity after the collision If the errors in both velocities are given by , and , respectively, then what is be v2· 2. 1 the error in the difference between the two velocities given by v2- v1?.

Let's say you are measuring the velocity of an object before and after a collision. Let the mean velocity before the collision be v, and the mean velocity after the collision If the errors in both velocities are given by , and , respectively, then what is be v2· 2. 1 the error in the difference between the two velocities given by v2- v1?.