The data below is for a sample of gas at 25°C. Volume Difference in Hg Pressure Px V _(mL). Levels (mm) _(mm)_ (mm x mL) 35.6 710 34.9 +15 33.7 +40 31.2 +100 25.3 +290 36.6 -20 38.3 -50 41.4 -100 50.6 -210 Now, calculate the P x V product (this is the proportionality constant, k) for each volume and pressure and fill in the column in the table. Complete the statements below: Statements: 1. The name of the curve you graphed is 2. The mathematical relationship between P and V is _ 3. The value of the proportionality constant, k, is. 4. The volume of this sample of gas at 2.00 atm and 25ºC would be , (Show your calculation in the space below.)

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Chapter1: Chemical Foundations
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Exercise 1. Relationship between P and V when T and n are constant
Complete the data in the pressure column in the table below for the pressure of
the confined gas. Then, plot the data, placing pressure in mm Hg on the ordinate (y
axis) (range 500 mm Hg to 1000 mm Hg) and volume on the abscissa (x axis)
(range 25ml to 51mL). Choose increments such that the graph will take up at
least half of the graph paper.
Transcribed Image Text:Exercise 1. Relationship between P and V when T and n are constant Complete the data in the pressure column in the table below for the pressure of the confined gas. Then, plot the data, placing pressure in mm Hg on the ordinate (y axis) (range 500 mm Hg to 1000 mm Hg) and volume on the abscissa (x axis) (range 25ml to 51mL). Choose increments such that the graph will take up at least half of the graph paper.
The data below is for a sample of gas at 25°C.
Volume
Difference in Hg
Pressure
Px V
_(mL)
Levels (mm)
(mm)
(mm x mL)
35.6
710
34.9
+15
33.7
+40
31.2
+100
25.3
+290
36.6
-20
38.3
-50
41.4
-100
50.6
-210
Now, calculate the P x V product (this is the proportionality constant, k) for each
volume and pressure and fill in the column in the table. Complete the statements
below:
Statements:
1. The name of the curve you graphed is .
2. The mathematical relationship between P and V is
3. The value of the proportionality constant, k, is.
4. The volume of this sample of gas at 2.00 atm and 25°C would be
(Show your calculation in the space below.)
Transcribed Image Text:The data below is for a sample of gas at 25°C. Volume Difference in Hg Pressure Px V _(mL) Levels (mm) (mm) (mm x mL) 35.6 710 34.9 +15 33.7 +40 31.2 +100 25.3 +290 36.6 -20 38.3 -50 41.4 -100 50.6 -210 Now, calculate the P x V product (this is the proportionality constant, k) for each volume and pressure and fill in the column in the table. Complete the statements below: Statements: 1. The name of the curve you graphed is . 2. The mathematical relationship between P and V is 3. The value of the proportionality constant, k, is. 4. The volume of this sample of gas at 2.00 atm and 25°C would be (Show your calculation in the space below.)
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