Electric field midway between an electron and proton. Help

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To find the electric field midway between an electron and a proton separated by 0.8 nm, the formula E = kQ / r^2 is used. The correct distance for the calculation is 0.4 nm, not 0.8 nm, as the midpoint is half the separation. When calculating the electric field contributions from both charges, they add together due to their opposite signs. The initial calculation of 2.25E9 N/C needs to be adjusted to account for the correct distance, leading to a total of 4.5E9 N/C. Ensuring the correct units is essential, and the final answer should be expressed in N/C.
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Homework Statement



What is the electric field midway between an electron and a proton separated by 0.8 nm?


Homework Equations


E=kQ / r^2 . 9E9 x 1.6 E-19 / .(.8E-9)^2


The Attempt at a Solution


Any help would be nice!
 
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Calculate the electric field at that point between them with the formula you wrote for both the proton and the electron. Then add these and you get the total electric field at that point.
 
Thank you. So I take 9E9 x 1.6E-19 / (.8E-9)^2 = 2.25E9 and then times this by 2? Please let me know if this looks right! Thanks
 
Yeah, that should do, because the electric fields add up, when between a negative and a positive charge. You can show this by drawing the field lines from each charge.
 
So I get 4.5E9 which still proves to be incorrect. My answer needs to be in N/C but this answer is in N/C correct?
 
Oh right, you are putting r=0.8, but you need to find the electric field midway between them (r=0.4).
Regarding the units, you should figure that out on your own by putting the correct units for each term in the equation, but yes you will get the correct units.
 
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