Finding Q1 and Q2 in coulombs law

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SUMMARY

The discussion revolves around solving Coulomb's Law to find the charges Q1 and Q2, given the equation 0.36 = (K)x(Q1xQ2/0.25^2) and the relationship Q1 = 3(Q2). The user calculated Q1 as 2.74x10^-6 C and Q2 as 9.13x10^-7 C using a calculator's solve function. The importance of including the distance r in the equation is emphasized, as it is critical for accurate calculations.

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D.J Falcon
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0.36=(K)x(Q1xQ2/0.25^2)

Find Q1 and Q2 if Q1=3(Q2)

Using the solve function in my calculator I get Q1=2.74x10^-6 and Q2=9.13x10^-7

I would just like to know whether my answer is correct and how to do it in a calculator without using the solve function.

Thanks in advance.

Edit: Yep sorry, missed out r :P
 
Last edited:
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You need the value of r to solve the equation.
 
Hi D.J Falcon! :smile:

If Q1=3(Q2), then (K)x(Q1xQ2/0.252) = (K)x(3Q2xQ2/0.252) :wink:
 

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