Learn how to find the total distance traveled from a position graph

The video tutorial explains the movement of particles over a time interval, focusing on changes in direction and calculating the total distance traveled. It highlights the importance of using absolute values and parentheses to avoid arithmetic errors. The lesson concludes with a final calculation of the distance traveled by the particles.

What is the state of the particle between 0 to 2 seconds?

• It is oscillating.

• It is moving upwards.

• It is stationary.

• It is moving downwards.

What indicates the particle is moving downwards between 2 to 4 seconds?

• An undefined slope.

• A positive slope.

• A negative slope.

• A zero slope.

At what time does the particle change its direction?

• t = 3 seconds

• t = 2 seconds

• t = 4 seconds

• t = 5 seconds

Why is it important to use parentheses in arithmetic calculations?

• To simplify the equation.

• To avoid using negative numbers.

• To ensure correct order of operations.

• To make the equation look neat.

What is the total distance traveled by the particle in the first 6 seconds?

• 30 inches

• 24 inches

• 18 inches

• 12 inches