1. Calculate the number of atoms per cubic centimeter
of lead given that the density of lead is 11.3 ?/??3 and its atomic
weight is 207.21.
2. Calculate the ionization potential of a singly ionized ?? 4
atom.
3. (a) How much energy would be released if 1 g of deuterium were
fused to form helium according to the equation 2? + 2? → ?? 4 + ??
(b) How much energy is necessary to drive the two deuterium nuclei...
Question: Calculate the mass density (in kilogram per cubic
meter) of a cylinder whose mass is (13.77 ± 0.11) g, diameter is
(1.83 ± 0.07) cm, and height is (3.25 ± 0.05) cm. In all
calculations below, you must also determine the uncertainties in
the calculated values.
1. Calculate the percent uncertainty for the mass of the
cylinder.
( 1 2 3 4 5 ) (2.25 pts)
2. Calculate the percent uncertainty for the diameter of the
cylinder.
( 1...
One cubic meter of ethanol and 1 m3 of water are mixed together.
Determine, (a) The composition of the resulting mixture in mass
fractions. (b) The composition in mole fractions. (c) The volume of
the resulting mixture (d) The composition as volume %.
Determine the composition of each of the following cobalt
alloys.
a)One-third of the Co atoms are replaced by Zn atoms.
b) One-eighth of the Co atoms are replaced by Ti atoms.
c)One-third of the Co atoms are replaced by Zn atoms and
one-sixth of the Co atoms are replaced by Ti atoms.
percent by mass of each
2) Listed below are the measured amounts of lead (in micrograms
per cubic meter) in the air. The measurements shown below were
recorded at Building 5 of the World Trade Center site on different
days following Sept 11, 2001. After the collapse of the two World
Trade Center buildings, there was considerable concern about the
quality of the air. Use a 0.05 significance level to test the claim
that the sample is from a population with a mean greater than...
Calculate the number of photons per cubic centimeter inside a
cavity whose walls are heated to 3000 K. Compare this to the
corresponding number at 3 K.
Use Avagadros number to calculate the number of molecules of
H2S, the number of atoms of H, and the number of atoms of S, in
5.25 moles of H2S. Show all work and keep track of units and
significant figures.
Pure silicon contains approximately \(1.0 \times 10^{16}\) free electrons per cubic meter.
(a) Referring to the table above, calculate the mean free time? for silicon at room temperature.
(b) Your answer in part (a) is much greater than the mean free time for copper. Why, then, does pure silicon have such a high resistivity compared to copper?