Asked by TJ
Consider point charges + Q and +9Q, which are separated by 12 meters. At what point, on a line between the two charges, would it be possible that the electric field would be zero.
A. There is no such point possible
B. 9 meters from the +Q charge
C. 9 meters from the +9 Q charge
D. 1 meter from the +Q charge
E. None of the above
Show work
A. There is no such point possible
B. 9 meters from the +Q charge
C. 9 meters from the +9 Q charge
D. 1 meter from the +Q charge
E. None of the above
Show work
Answers
Answered by
bobpursley
Let x be the distance from the Q charge.
E=0=kQ/x^2 -k9Q/(12-x^2
or
9x^2=144-24x+x^2
or
8x^2+24x-144=0
Use the quadratic equation.
E=0=kQ/x^2 -k9Q/(12-x^2
or
9x^2=144-24x+x^2
or
8x^2+24x-144=0
Use the quadratic equation.
Answered by
Anonymous
A. There is no such point possible
B. 9 meters from the +Q charge
C. 9 meters from the +9 Q charge
D. 1 meter from the +Q charge
E. None of the above
I don't understand how you use the quadratic formula to solve for this problem
getting x = 1.5 + -3.9686i...
B. 9 meters from the +Q charge
C. 9 meters from the +9 Q charge
D. 1 meter from the +Q charge
E. None of the above
I don't understand how you use the quadratic formula to solve for this problem
getting x = 1.5 + -3.9686i...
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