This problem is about graphing the magnitude of the net electric field created by two positive point charges.

This problem is about determining the directions of the electric field and the electric force on an electron when given the equation for a non-constant electric potential.

This problem is about determining the magnitude of an electric field when you have the equation for the non-constant electric potential.

This problem is about the relationship between frequency and radius for a charged particle moving in a circle in a constant magnetic field.

This problem is about using Farady's and Lenz' Laws to determine the magnitude and direction the induced current on a square loop in a changing magnetic field.

This problem is about finding the kinetic energy of an electron in orbit around a proton

This problem is about using the right hand rule to determine where the charges move to on a wire moving in a constant magnetic field.

This problem is about crossed electric and magnetic fields causing a beam of protons to pass undeflected.

This problem is a general question about Ampere's Law.

This problem is about using conservation of energy to determine the final kinetic energy of a charged particle released from the positively charged plate of a parallel plate capacitor.

This problem is about using the Right Hand Rule to determine the three dimensional shape of the path of a moving charged particle in a constant magnetic field.

This problem is about the net electric potential caused by two positive charges.

This problem is about the net electric field caused by two positive charges.

This problem is about manipulating dimensions to deterring the average speed of a moving beam of protons

This problem is about the relationship between resistance, current and electric power.

This problem is about the magnitude of the net Coulomb's Force on one charge caused by two other charges.

This problem is about the net Coulomb's Force on one charged caused by two other charges.

This problem is about determining how charge moves in two conducting spheres when a charged rod is brought near them.

This problem is about finding the electric potential differences across a resistor and capacitor around a loop using Kirchhoff's Rules.

This problem is about determining the magnitude of the centripetal acceleration of an object moving in a circle, however, you might not initially identify it as such.

This problem is about finding the centripetal force (or the net force in the in direction) for an object on a spring moving in uniform circular motion.

This problem is about using the a graph and the integral (or the area "under" the curve) to determine the change in momentum (or impulse) of an object.

This problem is about what happens to angular speed, tangential acceleration and centripetal acceleration for a satellite in a circular orbit.

This problem is about what happens to the capacitance of a capacitor when you add a dielectric.