where is the force on a + test charge = to zero. Has to be right of the electron.
E=kq/r^2
put the test charge at p, to the right of the electron,
E=k(4q)/(p-4.5)^2-kq/(p-6.5)^2 if E is zero, then
4/(p-4.5)^2=1/(p-6.5)^2
now solve for p
At which point or points is the electric field zero in figure?
I can not post the picture, but this is what it looks like:
1 2 3 4(4+)5 6(-)7 8 9 10
The (4+) is a proton with 4 charges.
The (-) is an electron with 1 charge.
They are on a number line 1-10.
The proton is between 4&5.
The electron is between 6&7.
I do not know how to start this question, or what to look at.
4 answers
Do you cross multiply the fractions?
I got 3p^2-43p=148.75
Is this right?
I got 3p^2-43p=148.75
Is this right?
yes, "cross multipy). I didn't check your math, looks right. Now write in in satandard quadratic form, and solve for p with the quadratic equation
The answer for Part (a) is 6
For part (b) its 9
For part (b) its 9