the dots in figure 2 represent the car at two instants in time t1 = P/2Q and tt2 = 3P/2Q on each dot, draw an arroow to represent the direction, if any of the cars acceleration at the time. If the acceleration is zero at either time, write a = 0 nexxt to the appropriate dot.

To address this problem, let’s break it down step by step:

1. **Understanding the scenario**: The car is moving along some path, and its position is marked by dots at two specific times: \( t_1 = \frac{P}{2Q} \) and \( t_2

The dots in figure 2 represent the car at two instants in time t1 = P/2Q and t2 = 3P/2Q. On each dot, draw an arrow to represent the direction, if any, of the car's acceleration at the time. If the acceleration is zero at either time, write a = 0 next to the appropriate dot.

Learn how to analyze a car's acceleration at two specific times t1 = P/2Q and t2 = 3P/2Q. This kinematics problem involves understanding acceleration and motion, with step-by-step guidance on how to determine if the car has acceleration at those moments. Suitable for students in Grades 10-12.

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