Free Online Flashcard Deck

1 Kinematics Free Online FlashCards

Study 1 Kinematics with 12 free online flashcards. Review key terms, definitions, and concepts with this interactive flashcard deck.

12 cards
01
Front

What does kinematics describe?

Back

Kinematics describes motion without examining what causes it.

02
Front

Why choose a reference frame to describe motion?

Back

A reference frame defines the perspective from which position and motion are measured.

03
Front

What is displacement in one dimension?

Back

Displacement is the change in position: Δx=xf−xi\Delta x=x_f-x_i. It depends only on the initial and final positions and includes direction.

04
Front

What does distance traveled measure?

Back

Distance traveled is the total length of the path. It is never negative.

05
Front

How is average velocity calculated?

Back

Average velocity is displacement divided by elapsed time: v⃗avg=Δr⃗Δt\vec v_{\text{avg}}=\frac{\Delta\vec r}{\Delta t}.

06
Front

How is average speed calculated?

Back

Average speed is distance traveled divided by elapsed time. It is nonnegative.

07
Front

What does instantaneous velocity describe?

Back

Instantaneous velocity describes motion at a particular instant; its magnitude is speed.

08
Front

How is average acceleration defined?

Back

Average acceleration is the change in velocity per unit time: a⃗avg=Δv⃗Δt\vec a_{\text{avg}}=\frac{\Delta\vec v}{\Delta t}.

09
Front

When does one-dimensional acceleration increase speed?

Back

In one dimension, acceleration opposite in sign to velocity reduces speed at that moment; acceleration with the same sign increases it.

10
Front

How does constant acceleration relate velocity to time?

Back

For constant acceleration, final velocity is v=v0+atv=v_0+at, where v0v_0 is initial velocity and tt is elapsed time.

11
Front

Which constant-acceleration equation gives position from time?

Back

For constant acceleration, position is x=x0+v0t+12at2x=x_0+v_0t+\frac{1}{2}at^2.

12
Front

What does the slope of a position–time graph represent?

Back

The slope of a position–time graph is velocity. The tangent's slope at a point gives instantaneous velocity.