A couple basic physics questions(vector sum and kinematics)

AI Thread Summary
The discussion revolves around solving two physics problems related to kinematics and vector addition. For the first problem, the particle's position is given by the equation x=(24t-2.0t^3)m, and it is determined that the particle is not moving at t=2 seconds, resulting in a position of 32 meters from the origin. The second problem involves vector addition, where vector B combined with vector C (3i + 4j) produces a resultant vector directed positively along the y-axis, with the magnitude equal to vector C, leading to a magnitude of B being 3.2 m. Clarifications were provided on how to interpret the conditions for both problems, especially regarding velocity and vector components. The discussion concludes with a clear understanding of the solutions to both physics questions.
Crusaderking1
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Homework Statement



I already know the answers because this is a review sheet, but I don't understand how to solve number 1, and I don't understand the wording of number 2.

1) A particle is moving along the x-axis and has a position given by x=(24t-2.0t3)m, where t is in seconds. How far is the particle from the origin (x=0) at the time when the particle is not moving.

answer is t=32 seconds, but I don't quite know how to solve for t this way.

2) A vector B, when added to vector C= 3i + 4j yields a resultant vector which is in the positive y-direction and has a magnitude equal to that of vector C. What is the magnitude of B?

I know how to add vectors, but I don't understand the wording here.

Answer is 3.2 m.
Thanks.
 
Physics news on Phys.org
1) When the particle is not moving, what is its velocity?

2) Assume vector B = xi + yj. |B+C| = |C| and the i-component of B+C is zero.
 
SteamKing said:
1) When the particle is not moving, what is its velocity?

2) Assume vector B = xi + yj. |B+C| = |C| and the i-component of B+C is zero.

1) It is 0. when v=0, t=2, when t=2, m=32 m.

2) crystal clear. thanks.
 
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