Question

Please in detail, describe the probability of finding an electron in ground state of hydrogen outside...

Please in detail, describe the probability of finding an electron in ground state of hydrogen outside the first Bohr radius.

Homework Answers

Answer #1

plz press thumb up.

Thank you!

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
Based on the solutions to the Schrödinger equation for the ground state of the hydrogen atom,...
Based on the solutions to the Schrödinger equation for the ground state of the hydrogen atom, what is the probability of finding the electron within (inside) a radial distance of 3.5a0 (3.5 times the Bohr radius) of the nucleus? Express the probability as a decimal (for example, 50% would be expressed as 0.50).
#3 Calculate the probability that the electron in the ground state of the hydrogen atom will...
#3 Calculate the probability that the electron in the ground state of the hydrogen atom will be at a radius greater than the Bohr’s radius (i.e. compute the probability P(r > a0) for n = 1 and ℓ = 0)
Consider the Bohr model of the hydrogen atom for which an electron in the ground state...
Consider the Bohr model of the hydrogen atom for which an electron in the ground state executes uniform circular motion about a stationary proton at radius a0. (a) Find an expression for the kinetic energy of the electron in the ground state. (b) Find an expression for the potential energy of the electron in the ground state. (c) Find an expression for the ionization energy of an electron from the ground state of the hydrogen atom. The ionization energy is...
An electron can form a bound state with a positron, called positronium. Find the ground state...
An electron can form a bound state with a positron, called positronium. Find the ground state energy level and Bohr radius for this system. How do they compare to Hydrogen?
The ”most-probable” distance from the nucleus to observe the electron in a 1H hydrogen atom in...
The ”most-probable” distance from the nucleus to observe the electron in a 1H hydrogen atom in its ground state is the Bohr radius, a0= 5.29×10^−11m. What is the probability of observing the electron in a ground state hydrogen atom somewhere within any greater distance r from the nucleus a0 ≤ r <∞?
(a) Assume an electron in the ground state of the hydrogen atom moves at an average...
(a) Assume an electron in the ground state of the hydrogen atom moves at an average speed of 5.00 × 10^6 m/s. If the speed is known to an uncertainty of 1 percent, what is the minimum uncertainty in its position? The radius of the hydrogen atom in the ground state is 5.29 × 10^−11 m. The mass of an electron is 9.1094 × 10^−31 kg. __________× 10______ m (b) A 0.13−kg baseball thrown at 100 mph has a momentum...
A hydrogen atom is in its ground state (n = 1). Using the Bohr theory of...
A hydrogen atom is in its ground state (n = 1). Using the Bohr theory of the atom, calculate (a) the radius of the orbit. (b) the velocity of the electron where vn = ?(kee2)/(mern) . (c) the kinetic energy of the electron (d) the static electric potential energy of the electron. (e) the total energy of the electron. (e) the energy gained by moving to a state where n = 5. (g) the wavelength, ?, of the EM waved...
Consider a hydrogen atom: a single electron that orbit the proton, the electron circular orbit has...
Consider a hydrogen atom: a single electron that orbit the proton, the electron circular orbit has radius Bohr ground state .529 angstrom. a. Calculate the magnitude of the Coulomb's force between the proton and electron b. Write this force in vector form. c. Calculate the velocity and acceleration of the electron. d. Calculate the electron's electric potential energy in electron volt.
An electron is confined to a region of size 0.15 nm. Has a ground state energy...
An electron is confined to a region of size 0.15 nm. Has a ground state energy of 16.62eV. (a) (4 pts) When the electron is in the 5th excited state, at how many places inside the region is the probability for finding the electron zero? (b) (4 pts) Assume that the electron is in the ground state. What is the probability for finding the particle in the middle 25% of the region? (c) (2 pts) If the potential walls were...
A. Consider a hydrogen atom with one electron and quantized energy levels. The lowest energy level...
A. Consider a hydrogen atom with one electron and quantized energy levels. The lowest energy level (n = 1) is the ground state, with energy -13.6 eV. There are four states corresponding to the next lowest energy (n = 2), each with energy-3.4 eV. For the questions below, consider one of these four states, called one of the first excited states. 2. Assume that this hydrogen atom is present in a gas at room temperature (T ~ 300 K, kBT...