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force mass and acceleration

 
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Mar27-11, 09:54 PM   #1
 

force mass and acceleration


1. The problem statement, all variables and given/known data

A 2.00X101 kg mass is pulled upwards with constant acceleration by a cable attached to a motor. The cable can withstand a maximum tension of 5.00X102 N. What is the maximum acceleration possible?

The answer sheet says the answer is 15.2m/s2

2. Relevant equations

F=ma

3. The attempt at a solution

F=ma
F/m = a
500/20 = a
25 m/s2= a

some1 please tell me what i did wrong :-(
 
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Mar27-11, 09:56 PM   #2
 
Don't forget gravity!
 
Mar27-11, 09:57 PM   #3
 
You have to accout for the acceleration due to gravity!

Edit: Your too fast for me Apphysicist !
 
Mar27-11, 09:58 PM   #4
 

force mass and acceleration


Indeed! F=ma is your net force = m* net acceleration. If you apply your maximum tension upward, gravity still acts downward (sum the forces for your net force, don't forget that gravity gets a minus-sign because it acts in the opposite direction of your upward tension). Then use F=ma.
 
Mar27-11, 09:59 PM   #5
 
so the formula would be changed to F= (mg)a ?
 
Mar27-11, 10:00 PM   #6
 
Quote by kamalpreet122 View Post
so the formula would be changed to F= (mg)a ?
No, it would be changed to (T-mg)=ma.

Do you see why?
 
Mar27-11, 10:02 PM   #7
 
yeaaa kinda ..soo the total weight subtracted from Tension gives me the net force then i apply the forumlaa .. OH that makes so much senseee =) THNXXX :D
 
Mar27-11, 10:03 PM   #8
 
man yur great =P i have a really tough question i was not able to figure out wanna help me with that :$
 
Mar27-11, 10:06 PM   #9
 
Quote by kamalpreet122 View Post
yeaaa kinda ..soo the total weight subtracted from Tension gives me the net force then i apply the forumlaa .. OH that makes so much senseee =) THNXXX :D
Right. It's much easier to think about F=ma really being:

[tex]\sum_{\text{all}}\bold{F}\,=\,m \bold{a}
[/tex]

So it's a sum of all your vector forces (the bold meaning it's a vector...so for your problem, the +/- indicates the direction is all, since there are no components, it's just in one direction).
 
Mar27-11, 10:09 PM   #10
 
ohhh Thnxxx :D
 
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