Asked by Claire
Two charges separated by one meter exert 1 Newton forces on each other. If the magnitude of each charge is doubled, the force on each charge is ______ Newtons.
Thanks!
Thanks!
Answers
Answered by
GK
Coulomb's Law is:
F = kQ1*Q2 / d^2
k is a constant
Let's represent each charge as "q"
then the intial force F1 is:
F1 = k*q*q / 1^2 = <b>kq^2</b>
doubling the charge, the new force, F2, is:
F2 = k(2q)(2q) / 1^2 = <b>4kq^2</b>
F2 is how many times bigger than F1?
F = kQ1*Q2 / d^2
k is a constant
Let's represent each charge as "q"
then the intial force F1 is:
F1 = k*q*q / 1^2 = <b>kq^2</b>
doubling the charge, the new force, F2, is:
F2 = k(2q)(2q) / 1^2 = <b>4kq^2</b>
F2 is how many times bigger than F1?
Answered by
Claire
4 times bigger - so I think the answer would be 4 Newtons.
Answered by
Anonymous
4 newtons
Answered by
dummy mc drummy
69 hehe
There are no AI answers yet. The ability to request AI answers is coming soon!
Submit Your Answer
We prioritize human answers over AI answers.
If you are human, and you can answer this question, please submit your answer.