I Calculating Energy Released from Mass Defect in Units of Kg and MeV/C2

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The discussion revolves around calculating the energy released from a mass defect of 1 atomic mass unit (u) using both kilograms and MeV/c². A user expresses confusion over discrepancies in their calculations using Einstein's equation E=mc². Other participants emphasize the need for the user to provide their calculations to identify errors. The user requests a demonstration of the energy calculation using kilograms first, then MeV/c², to clarify their understanding. Ultimately, the issue is resolved, indicating that the user found the needed information.
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So 1u = 931.5Mev/c2 = 1.67 10_27 kg . the thing is when i calculate E=mC2 with both units the calculations don't match . i can't understand why .
 
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We can't help you to find your error, if you don't show your calculations.
 
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kith said:
We can't help you to find your error, if you don't show your calculations.
Thank you for the attention sir . unfortunately i am using my phone to type so i cannot write all the calculation . can you please write the Energy released out of a mass defect of 1u by using Kg first then MeV /C2 as the unit of mass ? That can solve my problem
 
The problem is solved . thank you
 
Amine_prince said:
Thank you for the attention sir . unfortunately i am using my phone to type so i cannot write all the calculation . can you please write the Energy released out of a mass defect of 1u by using Kg first then MeV /C2 as the unit of mass ? That can solve my problem

Please note that this is usually not an acceptable excuse to not lay out the full and complete post. It is why the PF Rules also prohibit text-speak.

Zz.
 
So I know that electrons are fundamental, there's no 'material' that makes them up, it's like talking about a colour itself rather than a car or a flower. Now protons and neutrons and quarks and whatever other stuff is there fundamentally, I want someone to kind of teach me these, I have a lot of questions that books might not give the answer in the way I understand. Thanks
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