Rachel Rice physics 161, Exams of Physics

Rachel Rice physics 161, University of Maryland

Typology: Exams

2025/2026

Uploaded on 04/13/2026

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Name:
PHYS161 Fall 2024 EXAM I
I pledge on my honor that I have not received or given any unauthorized
assistance on any part of this examination in its whole duration.
Signature _______________________________
After the exam starts, please do not talk or look around. Try to avoid
situations which may be conjured as attempts to engage in dishonest
activities during exams. Academic integrity is taken seriously by the
University.
Please print and sign your name to the Honor Pledge above. Do not turn
this page until you are instructed to start.
When the proctor tells you to begin, print your full name at the top of every
page. This is essential since this exam booklet will be separated for
grading.
You may have one sheet of paper for equations and a calculator. Please
switch off your cell phone and place all materials directly underneath
your seat, not on the floor or in the seats next to you.
Do your work for each problem on the page for that problem. You might
find it convenient to do your scratch work on the back of the page before
starting to write out your answer or to continue your answer on the back.
If part of your answer is on the back, be sure to check the box on the bottom
of the page so the grader knows to look for it!
No points are given if only an answer is given, unless explicitly requested.
Show your work.
If you run out of time on a problem, indicate the strategy you would have
taken to approach the problem, you may get partial credits for it.
_____________________________________________________________
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Name:

PHYS 161 Fall 2024 EXAM I

I pledge on my honor that I have not received or given any unauthorized

assistance on any part of this examination in its whole duration.

Signature _______________________________

  • After the exam starts, please do not talk or look around. Try to avoid

situations which may be conjured as attempts to engage in dishonest

activities during exams. Academic integrity is taken seriously by the

University.

  • Please print and sign your name to the Honor Pledge above. Do not turn

this page until you are instructed to start.

  • When the proctor tells you to begin, print your full name at the top of every

page. This is essential since this exam booklet will be separated for

grading.

  • You may have one sheet of paper for equations and a calculator. Please

switch off your cell phone and place all materials directly underneath

your seat, not on the floor or in the seats next to you.

  • Do your work for each problem on the page for that problem. You might

find it convenient to do your scratch work on the back of the page before

starting to write out your answer or to continue your answer on the back.

If part of your answer is on the back, be sure to check the box on the bottom

of the page so the grader knows to look for it!

  • No points are given if only an answer is given, unless explicitly requested.

Show your work.

  • If you run out of time on a problem, indicate the strategy you would have

taken to approach the problem, you may get partial credits for it.

_____________________________________________________________

2 If you need more space, continue on the back and check here.

1. ( 40 points) An object moves along a

straight-line path. The graph to the right

shows the object’s position as a function of

time.

At what point (or points) do the following

conditions apply? If you think that no

points are correct, put an N for that answer.

A. The displacement is zero

B. The velocity is zero

C. The acceleration is zero

D. The speed is increasing

E. The speed is decreasing

F. The acceleration is positive

G. The object is moving to the right

H. The object is moving to the left

F

B

,

D

B

,

P

,

E

,

f C D A A C A ,

t

F

4 If you need more space, continue on the back and check here.

3. ( 10 points) An archer is

training for an Olympic com-

petition. The target is located

40 m to the East of the

archer. The target is 2m tall;

the center of the target is at

the same height as the re-

lease point of the arrows. An

arrow is launched with an

angle 𝜃𝜃 = 30

with respect

to the horizon, and with a speed of 20 m/s.

A. Will the arrow hit the target? If not, where will it hit the ground? ( 5 pts)

B. Which initial speed does the arrow need to have to hit the center of the target?

Which is the minimal initial speed that the arrow needs to hit the target? ( 5 pts)

4m

Xo

z

0

Vox =

1

M/

S

A

)

"

.. .

""

×=

Vx

=

.

3

m/s

Voy

=

10

Yo

=

×= 17.

,

0

Y

=

m

a

=

=

01m/S

2

X

=

S

.

X

=

10 f +

i- 9

.

81

2

(

. 81

)

Nos

it

dresnt

hit

Ftnoteematasm

I

=

. 04

B)

×

0

=

0

5

=

40

m

Y

0

= 1

y

=

1

Vox

=

VoCOS

(

Vo

=?

d

=

-9.81m/s

>

Voy

=

Vosin

=

Vox

t

0

=

Vo

.

s

30

)

i

9 .

81

) (

s 30

P

Y

VoCos (

30 )

0 =

2

t

(

9

. 81 )

46

.

2

=

1046 U

·

misJ

004

=

√ .

2

=

227

5 If you need more space, continue on the back and check here.

4. (15 points) At its Ames Research Center, NASA uses

its large “20 G” centrifuge to test the effects of very

large accelerations (“hypergravity”) on test pilots and

astronauts. In this device, an arm 8. 84 m long rotates

about one end in a horizontal plane, and the astronaut

is strapped in at the other end. Suppose that she is

aligned along the centrifuge’s arm with her head at the

outermost end. The maximum sustained acceleration to

which humans are subjected to in this device is typi-

cally 12. 5 𝑔𝑔 (where 𝑔𝑔 represents the acceleration due to gravity on Earth as 𝑔𝑔 =

  1. 80 m/s

2

A. How fast must the astronaut’s head be moving to experience this maximum ac-

celeration? (5 pts)

B. What is the difference between the acceleration of her head and her feet if the as-

tronaut is 2. 00 m tall? (5 pts)

C. How fast in rpm (rev/min) is the arm turning to produce the maximum sustained

acceleration? (5 pts)

A)

12 .

5

·

9

.

01

=

v

=

1084

29ms)

B

)

ac

=

=ω㎡ω==

3

723

( 8

= に

3

(

72

)

.

84

=

9

V

=- Wr

anta

=

1

misa

_

) ω=

5

.

x ^

w

^

!