Physics 213  Test 1    9  Points Each Sept. 16, 2005

(One point absolutely FREE!)

 

 Draw a motion diagram for an object that has :  (donŐt forget your frame of reference.)

 

1  Positive velocity and negative acceleration.

 

 

 

 

 

 

 

2.  Negative velocity and positive acceleration.

 

 

 

 

 

 

3.  Martha is riding in a hot air balloon, rising at a constant 5 m/s.  George watches nervously from the ground.  At 30 m according to her altimeter, she releases a bouquet of flowers for George to catch.  How long does it take the flowers to reach George?

 

 


Below is the motion diagrams for two different objects C and D.  Clock readings are indicated in the boxes.

 

 

4.  Which is travelling fastest to begin with?  ___________________

 

 

 

5.   Which travels the greatest distance ?___________________

 

 

6.  At which clock readings(instants) do they occupy the same location at the same time?________________

 

 

7.  Is there any time interval over which they have the same average velocity?  ___________________

 

 

 

 

8.   What is the launching speed of an object shot straight up if it only took 2 seconds to reach its maximum  height?

 

a. 10 m/s

 

b. 20 m/s

 

c. 30 m/s

 

d. 40 m/s

 

 

 

 

9.  A particle moves along the x axis according to the equation x = 2 + 3t - t2 .  Find its position, velocity, and acceleration at t = 3 s .


10.  A miner pulls a wagon of supplies to the top of a hill where he lives by hanging from a rope attached to the wagon.  As the cart moves at increasing speed up the hill, the miner moves with increasing speed downward.  Draw a motion diagram for the miner to determine the direction acceleration, then draw a free body diagram for the miner , then state which is largest, T or the minerŐs weight ?

 

 

 

 

 

 

 

 

 

 

11.  While exploring a cave, a spelunker starts from the entrance and moves the following distances.  She goes 75 m north , then 250 m east, then 125 m at an angle of 37 ˇ north of east, and finally, 150 m south.  Find her resultant displacement from the cave entrance.  (Means find the sum of the given vectors.)