How to Calculate Position at 8 Seconds Using Kinematic Equations?

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Homework Help Overview

The discussion revolves around calculating the position of an object at 8 seconds using kinematic equations. The problem involves initial position, velocity, and acceleration, as well as the application of kinematic formulas.

Discussion Character

  • Exploratory, Mathematical reasoning, Problem interpretation

Approaches and Questions Raised

  • Participants discuss the use of kinematic equations to find position and velocity at different time intervals. There is mention of breaking the problem into segments and using multiple equations for different time periods.

Discussion Status

Some participants have provided equations and attempted calculations for the position at 8 seconds, while others are questioning the correctness of their approaches and results. There is an ongoing exploration of the steps involved in the calculations.

Contextual Notes

Participants are working with specific values for initial position, velocity, and acceleration, and are addressing potential errors in their calculations. The discussion reflects uncertainty regarding the application of the kinematic equations.

rodjav305
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Homework Statement



I have put the diagram in an attachment. I need to find position at 8 seconds.

Homework Equations



X = ½ at² + vt + x

The Attempt at a Solution



-34m + (-3m/s)(8.0s)+ ½ (-4.0m/s2)(1.0s)2 = -165 meters
 

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You have to find the position and the velocity at the end of 2 s and then find position at the end of 8 seconds. ( i.e. in the remaining 6 s.)
 
How would I go upon doing that? A couple of people told me to use two equations
 
Up to 2 s,

x1 = xo + vo*t1 + 1/2*a*t1^2

v1 = vo + a1t1

For remaining 6 s,

x2 = x1 + v1*t2 + 1/2*a2*t2^2
 
hmmmm this is what i just did for x2

x2= (-42m) + (-4m/s)(6.0s)+ 1/2(-4.0m/s^2)(6.0s)^2 = -66m + (-72m) = -138m

It still gives me a wrong answer...can you explain where i went wrong?
 

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