Position Time Graph Quiz

Calculate the average velocity between t=2s and t=5s from the given position-time graph.

• 6.67 m/s

• 4.32 m/s

• 7.89 m/s

• 5.55 m/s

Determine the instantaneous velocity at t=3s from the position-time graph.

• The instantaneous velocity at t=3s is the average velocity between t=2s and t=4s

• The instantaneous velocity at t=3s is the y-intercept of the position-time graph

• The instantaneous velocity at t=3s can be determined by calculating the slope of the line passing through the points at t=3s and t=4s on the position-time graph.

• The instantaneous velocity at t=3s is the area under the curve of the position-time graph

Find the average velocity between t=4s and t=7s from the graph.

• 6.67 m/s

• 4.32 m/s

• 5.55 m/s

• 7.89 m/s

What is the instantaneous velocity at t=6s based on the position-time graph?

• The instantaneous velocity at t=6s is the slope of the tangent line at that point on the position-time graph.

• The instantaneous velocity is the area under the curve at t=6s

• The instantaneous velocity is the y-intercept at t=6s

• The instantaneous velocity is the maximum value of the graph at t=6s

Calculate the average velocity between t=1s and t=4s from the graph.

• 4.44 m/s

• 2.22 m/s

• 3.33 m/s

• 5.55 m/s

Determine the instantaneous velocity at t=2s from the position-time graph.

• The instantaneous velocity at t=2s is the maximum velocity reached on the position-time graph.

• The instantaneous velocity at t=2s is the y-intercept at t=2s on the position-time graph.

• The instantaneous velocity at t=2s is the area under the curve at t=2s on the position-time graph.

• The instantaneous velocity at t=2s is equal to the slope between the points at t=2s and t=3s on the position-time graph.

Find the average velocity between t=3s and t=6s from the given graph.

• The average velocity between t=3s and t=6s is 4 m/s.

• The average velocity between t=3s and t=6s is 2 m/s.

• The average velocity between t=3s and t=6s is -1 m/s.

• The average velocity between t=3s and t=6s is 0 m/s.

What is the instantaneous velocity at t=5s based on the position-time graph?

• The instantaneous velocity is the average velocity at t=5s.

• The instantaneous velocity at t=5s can be determined by finding the slope of the tangent line to the position-time graph at t=5s.

• The instantaneous velocity is the y-intercept at t=5s.

• The instantaneous velocity is the area under the curve at t=5s.

Calculate the average velocity between t=2s and t=6s from the graph.

• 4.5 m/s

• 3.5 m/s

• 5.5 m/s

• 2.5 m/s

Determine the instantaneous velocity at t=4s from the position-time graph.

• The instantaneous velocity is the y-intercept at t=4s.

• The instantaneous velocity at t=4s can be found by calculating the slope of the tangent line at that point on the position-time graph.

• The instantaneous velocity is the area under the curve at t=4s.

• The instantaneous velocity is the average velocity at t=4s.