The total electric force is given by formula:
"F_{net} = \\sqrt {{F_{x}}^2+{F_{y}}^2} (1)"
Coulomb law
"F= k\u00d7\\frac {q_{1}\u00d7q_{2}}{r^2} (2)"
where k=9×109
Using (2) we get
Fx= 2.4 N (3)
Fy=7.2 N (4)
We put (3) and (4) in (1)
F=7.59 N
"\\tan\u03b8=\\frac {F_{y}}{F_{x}} (5)"
We put (3) and (4) in (5)
"\\tan\u03b8=3"
θ=252°
The angle is equal to
360°-252°=108°
Answer
7.59 N
108°
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