Help a Physics Newbie: Senior in High School Struggling with Tests

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SUMMARY

This discussion focuses on solving physics problems related to kinematics, specifically involving constant acceleration. The first problem involves a camera dropped from a helicopter ascending at 12.5 m/s from a height of 60 meters, requiring calculations for the time to hit the ground and the impact speed. The second problem involves a car and motorcycle starting from rest, with the motorcycle accelerating faster than the car, necessitating the use of kinematic equations to determine when the motorcycle overtakes the car and the distances traveled. Key concepts include initial velocity, acceleration, and the application of kinematic equations.

PREREQUISITES
  • Understanding of kinematic equations for motion with constant acceleration
  • Knowledge of initial velocity and acceleration concepts
  • Ability to set up and solve equations based on word problems
  • Familiarity with basic physics terminology and concepts
NEXT STEPS
  • Study the kinematic equations for one-dimensional motion
  • Practice solving problems involving free fall and projectile motion
  • Learn how to set up equations from word problems in physics
  • Explore the concept of relative motion in accelerating frames
USEFUL FOR

High school students studying physics, particularly those struggling with kinematics and problem-solving techniques. This discussion is also beneficial for tutors and educators looking for common student challenges in understanding motion concepts.

Shadowstepper
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Hello everyone! I'm a senior in high school, new to the forums and need some help, mainly because I got a 59% on my first test :rolleyes:

I am a physics newbie and need a lot of help :cry:
For starters, I have a couple questions here that i would like help with.

1)A photographer in a helicopter ascending vertically at a constant rate of 12.5m/s accidentally drops a camera out the window when the helicopter is 60m above the ground. (A) How long will it take the camera to hit the ground? (B) What will its speed when it hits?


-Is the 12.5m/s INITIAL Velocity (V0) or regular Velocity (V)? My friend
and I were debating over this all class and we couln't reach an agreement.

2)A car and motorcycle start from rest at the same time on a straight track, but the motorcycle is 25.0m behind the car. The car accelerates at a uniform rate of 3.70m/s2 (meters per second squared), and the motorcycle at a uniform rate of 4.40m/s2. (A) How much time elapses before the motorcycle overtakes the car? (B) How far will each vehicle have traveled by that time? (C) How far ahead of the car will the motorcycle be 2.00seconds later?

-Could someone lead me through these sample problems step by step? I know that you guys aren't here to do my homework, but I don't know where to begin. I'd like to eventually be able to do my homework without having to ask people for help all the time. :mad:

Thank you very much!
-Nick :biggrin:
 
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Welcome to PF!

Considering 1), 12.5 is, of course, the initial velocity. Considering both 1) and 2), look up some basic kinematic equations. Both questions are about motion with constant acceleration, so find the equations which describe such motion, think about them a bit, and apply them to your problems. I'm sure you'll find your way through quick! :wink:
 
Shadowstepper said:
-Is the 12.5m/s INITIAL Velocity (V0) or regular Velocity (V)? My friend
and I were debating over this all class and we couln't reach an agreement.
The moment the man drops his camera it still has the upwards velocity of 12.5 m/s, so it's the initial velocity when it starts falling. It will, ofcourse accelerate towards the ground with acceleration g (or -g depending on your choice of axes).

2)A car and motorcycle start from rest at the same time on a straight track, but the motorcycle is 25.0m behind the car. The car accelerates at a uniform rate of 3.70m/s2 (meters per second squared), and the motorcycle at a uniform rate of 4.40m/s2. (A) How much time elapses before the motorcycle overtakes the car? (B) How far will each vehicle have traveled by that time? (C) How far ahead of the car will the motorcycle be 2.00seconds later?
Well, I`m sure you know the formulas for position as a function of time given a constant acceleration, initial velocity and initial position.
First thing to do is to choose a coordinate system, say you choose the position x=0 is where the motorcycle starts. Write down their positions as a function of time. From these euqations you can solve A,B and C. You just have to translate the word questions into the right corresponding mathematical question.
 

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