At some point, an electric field is directed at an angle of 210 degrees measured counter-clockwise from the +x axis. If a negative charge is placed at that point, what is the angle of the electric force on the charge measured counter-clockwise from the +x axis in degrees? please show your work
Direction of the force = opposite to the direction of the field as the charge is negative
= 210 degree - 180 degree
= 30 degree answer
At some point, an electric field is directed at an angle of 210 degrees measured counter-clockwise...
At some point, an electric field is directed at an angle of 223.6 degrees measured counter-clockwise from the +x axis. If a negative charge is placed at that point, what is the angle of the electric force on the charge measured counter-clockwise from the +x axis in degrees?
At some point, an electric field is directed at an angle of 225.1 degrees measured counter-clockwise from the +x axis. If a negative charge is placed at that point, what is the angle of the electric force on the charge measured counter-clockwise from the +x axis in degrees?
Incorrect Question 8 0/10.5 pts At some point, an electric field is directed at an angle of 220.3 degrees measured counter-clockwise from the +x axis. If a negative charge is placed at that point, what is the angle of the electric force on the charge measured counter-clockwise from the +x axis in degrees?
#1 Vector A has a magnitude of 5 and is directed at 33 degrees counter-clockwise from the +x axis. Vector B has a magnitude of 6 and is directed at 111 degrees counter- clockwise from the +x axis. Vector C has a magnitude of 7 and is directed at 180 degrees counter-clockwise from the +x axis. Lastly, vector D has a magnitude of 9 and is directed at 204 degrees counter-clockwise from the +x axis. If vector R = A...
the total electric force on charge 1 measured counter-clockwise from the +x axis, in degrees? DQuestion 10 10.5 pts Charge 1 of +4 micro-coulombs and a mass of 0.3 kg lies on a horizontal surface and charge 2 of -5 micro-coulombs is placed directly 0.46 meters above this charge on the surface. What is the normal force, in Newtons, acting on the charge on the surface?
Vector B has a magnitude of 8 and is directed at an angle of 234.1 degrees counter-clockwise from the +x axis. If vector B = -A (the negative of vector A), what is angle of vector B, in degrees, measured degrees counter-clockwise from the +x axis?
A point charge of +5 micro-coulombs is placed at x = +0.38 m, y = 0 m and a point charge of -3 micro-coulombs is placed at x = 0 m, y = +0.51 m. What is the angle of the total electric field produced by both charges at the origin? In degrees measured counter-clockwise from the +x axis? please show your work
Vector A has a magnitude of 4 and is directed at 32 degrees counter-clockwise from the +x axis. Vector B has a magnitude of 7 and is directed at 115 degrees counter-clockwise from the +x axis. Vector C has a magnitude of 9 and is directed at 180 degrees counter-clockwise from the +x axis. Lastly, vector D has a magnitude of 9 and is directed at 213 degrees counter-clockwise from the +x axis. If vector R = A + B...
Charge 1 is positive and is located at the origin and charge 2 is negative. The electric force on charge 1 due to charge 2 is 317.2 degrees measured counter-clockwise from the +x axis. What is the direction of charge 2 due to charge 1 measured counter-clockwise from the +x axis, in degrees? Nothing related to the charges, changes.... they are still the same charges in the same positions. please show your work
A charge is located at the origin, another charge is located somewhere on the +y axis, another charge is located somewhere on the -y axis, and a fourth is located somewhere on the +x axis. The angle of the total electric force on the charge at the origin is 30 degrees counter-clockwise from the +x axis. Then, the charge at the origin changes sign and its magnitude (absolute value of its charge) increases by a factor of 3.5. All other...