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In the Bohr model, the ratio of the kinetic energy (K) to the potential energy (U) of an electron in the nth orbit is:
1/2
-1/2
1
-1
The ratio of kinetic energy (K) to the potential energy (U) of an electron in a Bohr orbit of the hydrogen atom is:
1/2
-1/2
1
-1
The potential energy of an electron in a particular Bohr orbit is -2E. What is its kinetic energy?
-E
2E
-2E
E
Which of the following correctly relates the kinetic energy (K), potential energy (U), and total energy (E) of an electron in a Bohr orbit?
K = U/2
K = -U
K = U
K = -U/2
In a Bohr orbit, the magnitude of the potential energy of an electron is twice its kinetic energy. If the total energy is -13.6 eV, what is the potential energy?
13.6 eV
-13.6 eV
27.2 eV
-27.2 eV
Energy of electron in an orbit of -atom is
Positive
Negative
Zero
Nothing can be said
Energy of electron in an orbit of -atom is
Positive
Negative
Zero
Nothing can be said
Energy of electron in an orbit of -atom is
Positive
Negative
Zero
Nothing can be said