Can Physics Newcomers Tackle Momentum and Velocity Questions?

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Physics newcomers can successfully tackle momentum and velocity questions with guidance, as seen in a recent discussion where a college junior sought help on specific problems. The first question involved calculating the final velocity of a body subjected to an eastward force while initially moving northward, with clarification needed on how to account for the perpendicular directions. Participants emphasized the importance of considering both x and y components for accurate results, particularly in elastic collision scenarios. The discussion also highlighted the necessity of having complete information, such as the mass of the target body, to solve certain problems effectively. Overall, collaborative problem-solving can enhance understanding of physics concepts for beginners.
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hi guys I am a college junior...taking physics for the first time in my life...its fun...but still tuff...just can i get help with these couple questions..i mean it would be very gracious of any of u to help me out...i know I am new and all, but this place...i was just browsing around and it rocked sooo...and

wow i never new this place existed...i might come here much more often


question 1: a 3.0 kg body is initially moving northward at 15m/s. Then a force of 15N, towards the east acts on it for 4.0 s (a) At the end of the 4.0 s, what's the body's final velocity? (b) what is the change in momentum during the 4.0 s?


i know the answers...can you just show me how to work out part A? i know b is 60 but i keep getting 25 for part a which is not right

i would really appreciate this...thank you...illpost the other 3 questions as well ? :smile:
 
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The position of three particles written as (x,y) coordinates are, particle 1 (mass 4.0 kg) at (4.0m, 0m); particle 2 (mass 6.0kg) at (2.0m, 4.0m); particle 3 (mass 3.0 kg) at (-1.0m, -2.0) what is the location of the center of mass?
 
A projectile of mass 2.0 Kg approaches a stationary target body at 8.0 m/s. The projectile is deflected through an angle of 90.0 degrees and its speed after the collision is 6.0 m/s. WHat is the speed of the target body after the collision is perfectly elastic?


any help on how to do this one guyzz??
 
phyzacs said:
The position of three particles written as (x,y) coordinates are, particle 1 (mass 4.0 kg) at (4.0m, 0m); particle 2 (mass 6.0kg) at (2.0m, 4.0m); particle 3 (mass 3.0 kg) at (-1.0m, -2.0) what is the location of the center of mass?


solved thsi one, thanks
 
phyzacs said:
A projectile of mass 2.0 Kg approaches a stationary target body at 8.0 m/s. The projectile is deflected through an angle of 90.0 degrees and its speed after the collision is 6.0 m/s. WHat is the speed of the target body after the collision is perfectly elastic?


any help on how to do this one guyzz??


is this one like this?

.2(8) + .2(6)= 2.8 m/s?
 
For the first part, mind your direction is all the thing I can advised on kinematic question.
For third one, split the case into 2 parts which are y-component and x-component.
Do these help?
 
thanks for responding...what do u mean mind the direction?? meaning the 90 degrees? but how?


and for the second one i think u mean i did split it into the x,y and it worked...

now the third one, is thatright?
 
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Since the force oppose the moving direction, you should get deceleration.
My x- and y- component is for the third one since you already know how to deal with the second one. Btw, are you given the mass of the target body?
 
i mean the answer is supposed to be 2.8 m/s...so I am confused to what I am doingwrong...why does the deflection even matter? i mean isn't it just initial and final speeds?


and any idea on the first one...
 
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of course it matter, i think your third question has missing information. Can you recheck? How can we solve for the target body without any information given on it at all.

Sorry for the first part, I mistook the direction of force as south. Since the force is acting eastwards, take the initial velocity of the object in the east direction to be 0 and calculate its final velocity. Since east and north are perpendicular to each other, the force will not impose any effect on the northward movement. with one velocity in the north direction and the other in the east direction, you can calculate the final velocity.
 
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