Calculate the Force between Charges

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AI Thread Summary
The discussion focuses on calculating the force between two charges using Coulomb's law. The user has correctly determined the vector distance between the charges and calculated its magnitude as approximately 5.744. They initially attempted to include the vector direction in their force calculation but were advised that only the magnitude of the force is required. The formula provided for the force is F = k*q1*q2/d^2, where k is the Coulomb's constant. The user is encouraged to simplify their calculations to find the magnitude of the force.
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Homework Statement



Find the magnitude of the force b/w charges

(1,2,3) (5,-2,4)

() ()
5 micro Columb 6 micro columb
charge 1 charge 2

The Attempt at a Solution





Vector r = (5-1)i + (-2-2)j + (4-3)k
Vector r = 4i -4j + k

Magnitude of Vector r = Square root (4^2 + (-4)^2 + 1^2)

Magnitude of Vector r = square root (33) or 5.744


a/c to columbs law

F= (9x10^9) (5x10^-6 ) (6x10^ -6 ) (4i-4j+k)
5.744 ^3 (cube b/c unit vector )

F= 0.27 { what should i do of ( 4i-4j+k )
5.744^3


what should i do please i hve got paper on WeDnesday Help me
 
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Hi wizard.ubit, welcome to PF.
In the problem only magnitude is required.
So F = k*q1*q2/d^2
 
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