How Do You Choose the Correct Kinematics Equation for a Problem?

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Homework Help Overview

The discussion revolves around selecting the appropriate kinematics equation for solving problems in physics, particularly in the context of projectile motion. Participants are exploring the nuances of applying different equations based on given variables and the specific scenario presented in the problem.

Discussion Character

  • Exploratory, Assumption checking, Problem interpretation

Approaches and Questions Raised

  • Participants discuss the importance of identifying known and unknown variables before selecting an equation. There is a focus on understanding the physical meaning of the equations rather than just their mathematical form. Questions arise about the differences between the equations and how to determine which is most appropriate for a specific problem.

Discussion Status

Some participants have offered hints about writing down known variables and considering the physical context of the equations. There is an acknowledgment of confusion regarding the application of different equations leading to varying results, prompting further exploration of the reasoning behind equation selection.

Contextual Notes

Participants express difficulty with the subject matter and mention specific kinematics equations, indicating a structured approach to problem-solving. There is a reference to a particular problem involving projectile motion, which may influence the choice of equations.

PhillyGixxer
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Are there any hints in problems that can help me pick out which of the 4 equations are to be used ? :confused: :confused:
 
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What four equations are you referring to? A good hint is to, before you start trying to do a problem, write down every variable that you know the value of, and then write down the variables you are supposed to solve for, look for equations that lead you from your knowns to your unknowns. This is a good short term solution.

In the long term, try, before doing every problem, to think through what the different equations mean, physically, not mathematically, in the long run you will gain an intuition about what you are solving for and what should be in equations, making the job of remembering equations and thinking through problems much easier.

~Lyuokdea
 
Lyuokdea said:
What four equations are you referring to? A good hint is to, before you start trying to do a problem, write down every variable that you know the value of, and then write down the variables you are supposed to solve for, look for equations that lead you from your knowns to your unknowns. This is a good short term solution.

In the long term, try, before doing every problem, to think through what the different equations mean, physically, not mathematically, in the long run you will gain an intuition about what you are solving for and what should be in equations, making the job of remembering equations and thinking through problems much easier.

~Lyuokdea

My head hurts :rolleyes:

Just not an easy subject for me to catch onto. I will post the equations but thanks for the hints.
 
i was going to make a thread on this as well

we are given 4 kinematics eq, for example in the x-axis

1) V (final) = V (initial) + at

2) X = 1/2 (V initial + V final)t

3) X = V (initial)t + 1/2 at(squared)

4) V (final squared) = V (inital squared) + 2ax

typically solving kinematics problems involving writing down wat is given which i always do and the general layout of a kinematics in 2d question is usually like "guy kicks a ball at 28 degrees above the horizontal at a speed of 16m/s towards a goal post 16.8m away, solve for final velocity".

i did the qn twice using eq 1 and 4 to solve for final velocity, both times it gives a diff ans and only one was the correct one

from my understanding it appears to be no differences between eq 1 and 4 but when solving the problem, both eq leads to very different answers. in this case how do i know which is the correct equation to apply?
 
Last edited:
Ukitake Jyuushirou said:
i was going to make a thread on this as well

we are given 4 kinematics eq, for example in the x-axis

1) V (final) = V (initial) + at

2) X = 1/2 (V initial + V final)t

3) X = V (initial)t + 1/2 at(squared)

4) V (final squared) = V (inital squared) + 2ax

typically solving kinematics problems involving writing down wat is given which i always do and the general layout of a kinematics in 2d question is usually like "guy kicks a ball at 28 degrees above the horizontal at a speed of 16m/s towards a goal post 16.8m away, solve for final velocity".

i did the qn twice using eq 1 and 4 to solve for final velocity, both times it gives a diff ans and only one was the correct one

from my understanding it appears to be no differences between eq 1 and 4 but when solving the problem, both eq leads to very different answers. in this case how do i know which is the correct equation to apply?

You have a obviously made an error in one of your steps, both equations are valid provided you apply them correctly. However, equation 4 seems the obvious choice here as you are given all the required variable, whereas in equation one you have to calculate time.

~H
 

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