Final answer:
To calculate the average speed of a puck on an inclined air table between times t2 and t5, you need to divide the total distance travelled by the time interval. The formula is: Average Speed = Total Distance Travelled / Time Taken. Ensure that both distance and time are in the same units for an accurate calculation.
Step-by-step explanation:
The student has asked about the position of the tracer m of a puck on an inclined air table and how to calculate the average speed of m between time t2 and t5. To calculate the average speed, you would need to know the distance travelled between these times and then divide it by the time interval. The formula for average speed is:
Average Speed = Total Distance Travelled / Time Taken
Let's assume that between time t2 and t5, the puck travels a distance d, and the time interval between t2 and t5 is t5 - t2. Therefore, if we knew the distance travelled, we could plug it into the formula and solve for the average speed.
It is important to remember that average speed does not account for changes in speed or direction during the time interval; it is simply a measure of the total distance covered over the total time. In the context of this problem, make sure to measure distance and time in the same units, so the average speed is accurate.