Asked by Sarah
When two unequal point charges are released a distance d from one another, the heavier one has an acceleration a. If you want to reduce this acceleration to one-fifth of this value, how far (in terms of d) should the charges be when released?
Answers
Answered by
Marth
F = k(q1q2)/r^2.
To reduce the force to 1/5 by changing distance, increase the distance by sqrt(5).
So the charges should be d*sqrt(5) apart.
To reduce the force to 1/5 by changing distance, increase the distance by sqrt(5).
So the charges should be d*sqrt(5) apart.
Answered by
Sarah
so it should be 2.236 that is the sqrt(5)
or do i have to solve it by using that equation.. because i don't have q1 and q2
or do i have to solve it by using that equation.. because i don't have q1 and q2
Answered by
Marth
The distance in terms of d is d*sqrt(5). Whether you have to convert it to 2.236*d depends on your teacher.
With the information given, you are not expected to solve for an actual value. Just leave it in terms of d.
With the information given, you are not expected to solve for an actual value. Just leave it in terms of d.
Answered by
Sarah
ok thank you
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