Calculate the component of the electric field

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The discussion focuses on calculating the components of the electric field at point P due to two point charges: A (+2.0 nC) and B (–3.0 nC), which are 200 mm apart. The electric field components are calculated using the formula E = kQ/(r^2), where k = 1/4πε. For part (i), the electric field at P is derived solely from charge A, while for part (ii), it is derived from charge B. This distinction is due to the direction of the electric field vectors created by each charge at point P.

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http://img367.imageshack.us/img367/5459/69671206ju9.th.jpg

See image above. Point charges A, of +2.0nC, and B, of –3.0 nC, are 200mm apart in a vacuum, as shown by the figure. The point P is 120mm from A and 160mm from B.

(i) Calculate the component of the electric field at P in the direction AP.
(ii) Calculate the component of the electric field at P in the direction PB.

The markscheme uses E= kQ/(r^2)

where k = 1/4*pi*epsilon

However, for part (i), uses only the 2nC charge, while uses only the -3nC charge for part ii - can someone please explain why this is the case.

Thanks
 
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In what direction is the field at P due to A? Due to B?
 
ahh yes, i understand now, thanks
 

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