How to find Tension between two boxes

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To find the tension between two boxes with equal masses of 5kg each, being pulled by a force of 30N and accelerating at 3m/s², the tension (T) can be calculated using Newton's second law. The equation for the first box is 30 - T = 5(3), leading to T = 15N. For the second box, T = 5(3) also confirms the tension as 15N. The calculations show that the tension in the string connecting the two boxes is indeed 15N. Understanding these principles is crucial for solving similar physics problems.
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A string is attached between two boxes with equal masses of 5kg EACH. The boxes are being pulled with a force of 30N and the acceleration is 3m/s^2.


I think T=ma. But does 'm' mean I have to add both masses?

T=10x3
=30N.

I'm desperate to know if this is right or wrong. Thanks a million! Pleease answer asap! :)
 
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and what do u mean by T...the tension in the string?
 
i think the tension(T) will be 15N
for 1 st box
eq will be 30-T =5(3)
and for second T=5(3)
 
Yes T is tension.
 
Thank you so much :)
 
k then I've wrote what i think
babita said:
i think the tension(T) will be 15N
for 1 st box
eq will be 30-T =5(3)
and for second T=5(3)
 
welcome :)
 

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