Question
In: Physics
The actual diameter of an atom is about a tenth of a nanometer (10 (mostly N...
The actual diameter of an atom is about a tenth of a nanometer
(10
(mostly N and O ) at room temperature and a pressure of one
atmosphere -- 10 Pa.
1. Calculate the number of molecules in the sample of
gas.
2. Estimate the average spacing between the molecules.
3. Estimate the average speed of a molecule using the relation
between the KE of a
molecule and the temperature.
4. Suppose that the gas were rescaled upwards so that each
atom was the size of a tennis
ball. What would be the average spacing between
molecules?
probably NO2(comprised mostly of N and O)
Solutions
genius_generous answered 3 years agoRelated Solutions
Which of the following is true of nanometer a a nanometer is about the size of...
Which of the following is true of nanometer a a nanometer is
about the size of a common bacterial cell b cells come in a wide
variety of sizes and shapes b the nanometer is the most common
measurement used in measuring the whole cel, c a nanometer is
equivalent to 10 A d a nanometer is one millionth of a meter e none
of the above
1. Compare the terminal velocity of a 10 nanometer particle with a 100 nanometer particle. Which...
1. Compare the terminal velocity of a 10 nanometer particle with
a 100 nanometer particle. Which one “falls” through the air faster?
What are the approximate speeds of both particles as they “fall?”
Use Equation 2.1 on page 35 in your analysis. Also use Pg = 1.225
Kg/m3 and Pp = 1000 Kg/m3.
2. What is “fume fever?”
3. What are CCNs and how are they affected by nanoparticles?
4. Why is the amount of dimethyl sulfide (DMS) produced by...
C60 Fullerene has a diameter of about 7A. Assume the carbon atom has a diameter of...
C60 Fullerene has a diameter of about 7A. Assume the carbon atom
has a diameter of 1.4A. Estimate the maximum size of molecules that
can be accommodated inside of the C60.
The human body contains about 10^(14) cells, and the diameter of a typical cell is about...
The human body contains about 10^(14) cells, and the diameter of
a typical cell is about 10 micrometers. Like all ordinary matter,
cells are made of atoms; a typical atomic diameter is 0.1
nanometers. I have all of the correct answers, but I do not know
how to get to these answers or solve them on my own. I would like
to get explanations (why?) and see how it should be done (math
being done). a) How does the number...
Each "2p" electron deep inside a Tungsten atom is influenced mostly by 74 protons in the...
Each "2p" electron deep inside a Tungsten atom is influenced
mostly by 74 protons in the nucleus (treat as a point), and the 4
electrons (treat as shells around the nucleus) which are interior
to it (2 in 1s and 2 in 2s). How fast does one of these "2p"
electrons need to be moving, to travel around a circular orbit with
radius 3.158[pico-meter]?
{me=0.911E−30[kg]}
The nucleus of the hydrogen atom has a radius of about 1 x 10^-15 m. The...
The nucleus of the hydrogen atom has a radius of about
1 x 10^-15 m. The electron is normally at a distance of about 5.3 x
10^-11 m
from the nucleus. Assuming that the hydrogen atom is a sphere with
a
radius of 5.3 x 10^-11 m, find (a) the volume of the atom, (b)
the
volume of the nucleus, and (c) the percentage of the volume of
the
atom that is occupied by the nucleus.The nucleus of the hydrogen...
What is the diameter of the hydrogen atom as calculated by the Bohr model? What does...
What is the diameter of the hydrogen atom as calculated by the
Bohr model? What does this mean about the Bohr model? What is the
new picture?
An electron (in a hydrogen atom) in the n=5 state drops to the n=2 state by...
An electron (in a hydrogen atom) in the n=5 state drops
to the n=2 state by undergoing two successive
downward jumps. What are all possible combinations of the resulting
photon wavelengths?
a. A hydrogen atom in the n=5 state decays to the n=3 state. What is the...
a. A hydrogen atom in the n=5 state decays to the n=3 state.
What is the wavelength of the photon that the hydrogen atom emits?
Use hc=1240 nm eV.
nm
b. While in the first excited state, a hydrogen atom is
illuminated by various wavelengths of light. What happens to the
hydrogen atom when illuminated by each wavelength?
486.3 nm?
491.3 nm?
335.1 nm?
For each wavelength pick from the following choices:
"stays in n=2 state" , "jumps to n=3...
The allowed energy levels of the hydrogen atom are described by the following expression: En=−2.17868×10^−18J(1/ n^2)...
The allowed energy levels of the hydrogen atom are described by
the following expression:
En=−2.17868×10^−18J(1/ n^2)
where n is the quantum number of the energy level. The Balmer
series that is observed in the line spectrum of hydrogen
corresponds to transitions that end in the n = 2 level. Determine
the wavelengths of the first 5 lines in the Balmer series.
ADVERTISEMENT
ADVERTISEMENT
Latest Questions
- How to run the following code in ecclipse IDE? MQTT PUBLISH - SUBSCRIBE MODEL CODE IN...
- 1. A corporation has 71,376 shares of $24 par stock outstanding that has a current market...
- Agatha Agate Inc. began business on January 1, 2013. At December 31, 2013, it had a...
- what determines when it is a good time for a company to raise or lower the...
- An inorganic soil has a liquid limit of 35 and a plastic limit of 31. The...
- Write a C program which adds up all the numbers between 1 and 50. Use any...
- Write a JavaScript program to implement the Least-Squares Linear Regression algorithm shown below, for an arbitrary...
ADVERTISEMENT