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Mechanical energy is the sum of:
potential and kinetic energy
kinetic and thermal energy
potential and electrical energy
only potential
potential and kinetic energy
What is the change of potential energy equal to?
-W
+W
-K
delta K
-W
In a positive charge:
U(elec) increases and K decreases as the charge moves toward x = 0.
U(elec) decreases and K increases as the charge moves toward x = 0.
U(elec) decreases and K decreases as the charge moves toward x = 0.
U(elec) increases and K decreases as the charge moves toward x = 0.
U(elec) decreases and K increases as the charge moves toward x = 0. (“Downhill”)
For a negative charge:
U(elec) decreases and K increases as the charge moves toward x = 0.
U(elec) decreases and K decreases as the charge moves toward x = 0.
U(elec) increases and K decreases as the charge moves toward x = 0.
U(elec) increases and K decreases as the charge moves toward x = 0
U(elec) increases and K decreases as the charge moves toward x = 0. (“Uphill”)
What happens to a charged particle in a electric field?
exchanges potential energy only
exchanges kinetic and potential energy
exchanges kinetic energy only
exchanges kinetic and potential energy
What happens in a curve for two like charges that are initially moving toward each other?
the potential-energy curve shows they will speed up until the distance separating them is r min, the distance of closest approach, where the kinetic energy is -1.
the potential-energy curve shows they will slow down until the distance separating them is r min, the distance of closest approach, where the kinetic energy is 1.
the potential-energy curve shows they will slow down until the distance separating them is r min, the distance of closest approach, where the kinetic energy is zero.
the potential-energy curve shows they will speeds up until the distance separating them is rmin, the distance of closest approach, where the kinetic energy is zero.
the potential-energy curve shows they will slow down until the distance separating them is r min, the distance of closest approach, where the kinetic energy is zero.
For two opposite charges:
the initially separating particles slow down (lose kinetic energy, gain potential energy), and eventually stop and reverse direction at the distance of maximum separation rmax.
the initially separating particles speed up (lose kinetic energy, gain potential energy), and eventually stop and reverse direction at the distance of maximum separation rmax.
the initially separating particles slow down (gain kinetic energy, lose potential energy), and eventually stop and reverse direction at the distance of maximum separation rmax.
the initially separating particles slow down (lose kinetic energy, gain potential energy), and eventually stop and reverse direction at the distance of maximum separation r min.
the initially separating particles slow down (lose kinetic energy, gain potential energy), and eventually stop and reverse direction at the distance of maximum separation rmax.
Proton Radiation Therapy:
destroys liver cells by irradiating them with a beam of high-energy protons
destroys cancer cells by irradiating them with a beam of high-energy electrons
destroys cancer cells by irradiating them with a beam of high-energy protons
destroys glial cells by irradiating them with a beam of high-energy protons
destroys cancer cells by irradiating them with a beam of high-energy protons
The conservation of energy equation is:
Kf +Uf = Ki +Ui
In an isolated system, the mechanical energy is:
zero
conserved
increasing
1
conserved
If a ball is going up and slowing down kinetic energy is:
is zero
converted to potential energy (U)
increasing
constant
converted to potential energy (U)
gravitational potential energy is:
Ug =mgh
Ug =mgv
Ug =agh
Ug =mh
Ug =mgh
Potential energy of a charge in a uniform electric field is:
Uelec = vEx
Uelec = qEx
Uelec = qEy
Uelec = QEx
Uelec = qEx
If the particle is projected with greater speed:
Emech < qEd
Emech = qEd
Emech > qEd
Emech > qEx
Emech > qEd
Turning point:
Uelec = Emech
Uelec > Emech
Uelec < Emech
Uelec = Emech