(a) Interpretation: To interpret the fact that when the propane is put under pressure it can be liquefied. Concept Introduction: When a gas is pressurized, the molecules of gas come closer. The intermolecular forces pull molecules together, forming a liquid. This results in a change of phase from gas to liquid.
(a) Interpretation: To interpret the fact that when the propane is put under pressure it can be liquefied. Concept Introduction: When a gas is pressurized, the molecules of gas come closer. The intermolecular forces pull molecules together, forming a liquid. This results in a change of phase from gas to liquid.
Solution Summary: The author explains that when pressure is increased on propane, a phase change occurs and liquefaction occurs. The number of moles of propane should be determined.
To interpret the fact that when the propane is put under pressure it can be liquefied.
Concept Introduction:
When a gas is pressurized, the molecules of gas come closer. The intermolecular forces pull molecules together, forming a liquid. This results in a change of phase from gas to liquid.
Interpretation Introduction
(b)
Interpretation:
The kilogram of propane in full tank should be determined.
Concept Introduction:
A conversion factor is a numerical ratio which is used to show a measurement in one unit as another unit. It is always equal to 1.
To solve this problem, the following conversion factor is used:
1 lb = 0.455 kg.
Interpretation Introduction
(c)
Interpretation:
The number of moles of propane of full tank should be determined.
Concept Introduction:
The number of moles of any substance is related to mass and molar mass as follows:
n=mM
Here, m is mass and m is molar mass.
Interpretation Introduction
(d)
Interpretation:
The volume of flexible container containing propane should be determined.
Concept Introduction:
The ideal gas equation is as follows:
PV=nRT
Here, p is pressure of the gas, v is volume of the gas, n is number of moles, r is gas constant and t is temperature.
5. A buffer consists of 0.45 M NH, and 0.25 M NH-CI (PK of NH 474) Calculate the pH of the butter. Ans: 9.52
BAS
PH-9.26 +10g (10.95))
14-4.59
PH=4.52
6. To 500 ml of the buffer on #5 a 0.20 g of sample of NaOH was added
a Write the net ionic equation for the reaction which occurs
b. Should the pH of the solution increase or decrease sightly?
Calculate the pH of the buffer after the addition Ans: 9.54
Explain the inductive effect (+I and -I) in benzene derivatives.
The inductive effect (+I and -I) in benzene derivatives, does it guide ortho, meta or para?