Say you've deployed a robot that can can measure electric field due to specified charge at the specified location with good accuracy. And you got these results from the robot: Electric field due to q1 at point p1 is (5528.0)i^+(3015.0)j^ Electric field due to q2 at point p1 is (−1093.0)i^+(929.0)j^ Electric field due to q1 at point p2 is (1669.0)i^+(2182.0)j^ Electric field due to q2 at point p2 is (−614.0)i^+(955.0)j^ Electric field due to q3 at point p2 is (−9903.0)i^+(−1801.0)j^ c) Find the net Electric field at p1. x component of the vector y component of the vector

Physics for Scientists and Engineers: Foundations and Connections
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Chapter25: Gauss’s Law
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Say you've deployed a robot that can can measure electric field due to specified charge at the specified location with good accuracy. And you got these results from the robot:

Electric field due to q1 at point p1 is (5528.0)i^+(3015.0)j^

Electric field due to q2 at point p1 is (−1093.0)i^+(929.0)j^

Electric field due to q1 at point p2 is (1669.0)i^+(2182.0)j^

Electric field due to q2 at point p2 is (−614.0)i^+(955.0)j^

Electric field due to q3 at point p2 is (−9903.0)i^+(−1801.0)j^

c) Find the net Electric field at p1.

x component of the vector
y component of the vector
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