The electrical field along the horizontal axis is 3.36N/C and the 8.11N/C along the vertical axis
Data;
The electrical field force is given as
[tex]E = \frac{kQ}{r^2}[/tex]
The distance apart will be
[tex]r = \sqrt{1.1^2 + 2.6^2} = 2.8m[/tex]
Let's find E1 and E2
E1 will be
[tex]E_1 = \frac{-9*10^9 * 7.5*10^-^9}{2.8^2} = -8.61N/C[/tex]
E2 will be
[tex]E_2 = \frac{-9*10^9*1.5*10^-^9}{2.8^2} = -1.72N/C[/tex]
Let's find the angle between the charges
[tex]tan\theta = \frac{2.6}{1.1} \\\theta = 67.04^0[/tex]
The value E12
[tex]E_1_2 = |E|cos\theta = 8.61(cos67.04) = 3.36N/C[/tex]
The value of E21 = 0
The value of electrical field along the horizontal axis
[tex]E_x = 3.36 N/c[/tex]
The value along the vertical axis
[tex]E_1_y = -|E_1|sin \theta = -7.93 N/C\\E_2_y = E_2 sin 90^0 = -1.72N/C\\E_y = \sqrt{7.93^2 + 1.72^2}= 8.11N/C[/tex]
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