Understanding Forces in Action: Solving a Physics Resolution

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The discussion revolves around a user seeking clarification on how to resolve an equation and identify errors within it. Initially, the user expresses confusion about their friend's solution to a problem but later claims to have understood it after reviewing it multiple times. The key focus shifts to error analysis in equations, with an emphasis on the importance of maintaining consistent units throughout calculations. A suggestion is made that when adding or equating terms, all units must match to ensure accuracy. This method serves as a reliable check for potential mistakes in more complex problems. The user acknowledges the advice and expresses gratitude for the clarification.
EdZ
Hey ppls, how r ya? i have a few questions ...

http://www.boomspeed.com/asianedz/Untitled.jpg

yeh i have the resolution to it although it is my friends one. i dun really understand how he got it... can some1 please explain to me clearly how he did it and if the answer is right?

here are the resolution...

http://www.boomspeed.com/asianedz/Untitled2.jpg

http://www.boomspeed.com/asianedz/Untitledm.jpg

thanks in advance..

EdZ
 
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first show where you got stuck (policy)
then we'll be glad to help
 
actually forget that one, i read it a few times over again and i understood how to do it.

but i do have one question, i was wondering

what is the procedure to find the error on an equation..

for e.g.

4.7 +- 0.5 * 45.64 +- 0.21 / 32.233 +- 0.923

what are the steps in identifying where the error is.?
 
The easiest way I've found is to keep the units on your numbers. (I must sound like a broken record... I've said this three times since we switched to the new forums alone)

If you are adding, all summed units must be the same.

All units must also be the same on both side of the equality sign.
 
sorry, i don't quite understand what your saying... can u please explain again...

sorry, :(
 
For example,

In your friend's solution for the first problem.

Instead of writing 20-3a=2a

write 20 N - 3kg*a = 2kg*a

You know then, that every term is the same.

It's not a big thing for a simple problem like this, but once you get more things in there, it's an easy way to check yourself.

If the units don't add up on both sides of the equal sign, you've made a mistake.
 
ahh ok ok... I am with u now... i thought u were talking about my other question which was to do with error analysis...

yes i will keep that in mind.. thankyou!
 
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