Did I do this question correctly?

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Homework Help Overview

The discussion revolves around a physics problem related to kinematics and forces, specifically focusing on a scenario involving constant acceleration and the application of Newton's second law.

Discussion Character

  • Exploratory, Conceptual clarification, Mathematical reasoning

Approaches and Questions Raised

  • The original poster attempts to apply kinematic equations to find displacement but encounters difficulties due to missing variables. They later utilize Newton's second law to find acceleration and calculate displacement. Other participants suggest using different approaches, including work and energy concepts, for subsequent parts of the problem.

Discussion Status

Participants are engaging in a constructive dialogue, with some providing positive feedback on the original poster's calculations. There is an exploration of different methods for solving related parts of the problem, indicating a productive exchange of ideas.

Contextual Notes

The original poster mentions that they have not yet covered work and energy concepts in their studies, which may limit their approach to the problem.

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Homework Statement


http://cyclotron.tamu.edu/dhy/sample_exam1_phys218.pdf

For Number 2 Part a


Homework Equations


v0 = 1.7 m/s
F = ma
v = 0m/s
v² = v0² + 2aΔx


The Attempt at a Solution


Spent like 30 minutes trying to use a constant acceleration kinematics equation, but nothing seemed to work without knowing either the time or the acceleration.
Then I remembered that F = ma, and the problem gave me the force (9.8*10^4N) and the mass (3.6*10^7kg). So I solved for a, and got -0.00272 m/s².

I plugged this acceleration into v² = v0² + 2aΔx and solved for Δx, and I got 530.82 meters. Is this correct? If not, can anyone help me understand what I did wrong?
 
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Looks good!
 
For C of that question, would I use the final velocity I obtained from part b as the new initial velocity, and 0 as the final velocity, solve for acceleration using v² = v0² + 2aΔx (Δx being 1.5m), and multiply that acceleration by the mass of the tanker?
 
That sounds good, too. Or, you could use work and energy concepts if you're familiar with them.
 
Awesome; thanks. We haven't gotten to the work and energy stuff yet.
 
OK. Good work!
 

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