Two charges are located in the x
Let us we are taking a point on origin from where we are going to find out the value of the electric field of these two charges.
For the q1 charge,the electric feild will have only single componenet along y-axis.
E1y=Kq1/(1200)2 =(9109)(-2.610-9)/ (1200)2=.00001625N/c=-1.6210-5 N/C
E1x=0
For the charge q2 ist of all we have to find the distance of charge from the origin...By the help of the given coordinates
r2= 12+0.452=1.09m
Now E2x=Ecos E2y=Esin
here =?
From the coordinates given y=perpendicular=o.45m and x=base=1m
Tan=0.45/1
=tan-10.45/1
=24.220
E2=kq2/r22=(9109)(4.210-9)/ 1.092
E2=31.81N/C
E2x=31.8cos24.22 and E2y=31.8sin24.22
=29.01N/C and E2y=13.04N/C
Ex=E1x+E2x Ey=E1y+E2y
Ex=0+29.01
Ex=29.01N/C Ey=-1.610-5 +13.04= 13.03N/C
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