2 Gas Laws Flashcards

1
Q

How is P1 and T1 related to P2 and T2?

P1 is pressure before

T1 is temperature before

P2 is pressure after

T2 is temperature after

A
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2
Q

Explain why a hot balloon expands

A

As temperature rises, the particles have more energy

Particles have more KE

Particles move faster

More collisions per unit time AND particles collide with more force

Pressure = force / area

Increased pressure on the inside of the balloon, with same pressure on the outside results in greater forces on inside compared to outside of balloon - balloon skin stretches outward

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3
Q

What are the control variables for the Boyles’ Law investigation where the volume of a gas was measured as the pressure was varied?

A

Moles or mass of gas

Temperature of gas

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4
Q

Use the equation below to calculate the new volume of a gas as its pressure increased from 100kPa to 200kPa.

Its initial volume was 50cm3.

A

P2V2 = P1 V1

V2 = P1V1/P2

V2 = 100kPa x 50cm3 / 200kPa

V2 = 25cm3

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5
Q

Convert 373K to ºC

A

ºC = K - 273

373K = 100ºC

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6
Q

How does a gas exert pressure of the inside of a balloon?

A
  1. Gas particles are moving fast and freely
  2. They collide with the walls of the balloon
  3. They exert a force of the wall of the balloon
  4. Pressure = force / area
  5. Particles exerting a force on the area of the balloon creates a pressure.
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7
Q

Convert 100K to ºC

A

ºC = K - 273

100K = -173ºC

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8
Q

Name the independent and dependent variable for the Joly’s bulb experiment

A

Independent : temperature gas

Dependent : pressure of gas

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9
Q

What happens to the pressure of a gas if the volume is halved?

Explain why this happens.

A

As volume is halved, pressure is doubled

There are the same number of particles as the volume is halved

OR double the number of particles per unit volume

Pressure = force / area

Double the number of collision per unit time per unit area.

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10
Q

Name the independent and dependent variable for Boyle’s law experiment

A

Independent : pressure

Dependent : volume of gas

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11
Q

What happens to the particles of a gas when they are heated?

A

The particles gain energy

KE of particles increases

Particles move faster

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12
Q

Convert 100ºC to Kelvin

A

K = ºC + 273

100ºC = 373 K

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13
Q

How would you represent the motion of a smoke particles in air? (Brownian motion)

A

Uses arrows of different length and directions to show continual random movement.

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14
Q

What is the unit for volume of a gas?

A

cm3 or dm3

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15
Q

How many Pa is a kPa?

A

1000 Pa = 1 kPa

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16
Q

From the graph, how is pressure of a gas related to its volume at the same temperature and moles of gas?

A

Pressure is inversely proportional to volume at same temperature and moles of gas

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17
Q

Convert -273ºC to Kelvin

A

K = ºC + 273

-273ºC = 0 K

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18
Q

A pupils stated that as the temperature of a gas in degrees celsius is doubles, the kinetic energy of the gas must also double.

Is this statement true or false?

A

False

At t_emperature of a gas in kelvin doubled,_ the average kinetic energy of the particles doubles

Temperature must be in kelvins!!

19
Q

How is P1 and V1 related to P2 and V2?

P1 is pressure before

V1 is volume before

P2 is pressure after

V2 is volume is after

20
Q

Use the pressure-temperature equation to work out the new temperature for a gas where the pressure was decreased from 100kPa to 50kPa

Intial temperature was 40K.

A

T2/P2 = T1/P1

(write the equation with T2 first- this makes it easier to rearrange!!)

T2= T1P2/P1

T2= 40K x 50kPa / 100kPa

T2 = 20K

21
Q

How can Brownian motion be observed?

A

Random jerky movement of smoke particles in a smoke cell through a microscope

22
Q

What is the unit for pressure

A

Pascal (Pa)

kilopascal (kPa)

atmospheres (atm)

23
Q

A pupils stated that as the temperature of a gas in kelvin is doubled, the average speed of the gas must also double.

Is this statement true or false?

A

False

At t_emperature of a gas in kelvin doubles,_ the average kinetic energy of the particles doubles, NOT the average speed

24
Q

Why does an air balloon grow bigger when air is heated

A

As temperature of a gas increases, kinetic energy increases

particles move with greater speed and hit the sides of the balloon more frequently AND with more force

Pressure = force / area

Greater force on walls of balloon increases the pressure of the gas pushing the walls of the balloon outward.

25
From the graph, how is pressure related to temperature *_in kelvin_* of a gas - at the same volume and mole of gas?
Pressure is proportional to temperature in kelvin at the same volume and moles of gas
26
What is Brownian motion?
It is the _continuous_ and _random zig zag movement_ of microscopic particles in a fluid, as a result of continuous bombardment from molecules of the surrounding medium. (pollen in water)
27
Use the equation below to calculate the original pressure of a gas as its volume increased from 50cm3 to 100cm3 Its final pressure was 40kPa.
**P1V1 **= P2 V2 P1 = P2V2/V1 P1 = 40kPa x 100cm3 / 50cm3 P1 = 80kPa
28
Use the equation below to calculate the **_new pressure_** of a gas as its volume decreased from 100cm3 to 50cm3. Its **_initial pressure_** was 1atm.
P2V2 = P1 V1 P2 = P1V1/V2 P2 = 1atm x 100cm3 / 50cm3 P2 = 2atm
29
How is **pressure** of a gas related to its **volume**? What would a graph of pressure against volume look like?
Pressure is **_inversely proportional_** to volume As pressure doubles, volume halves (For same moles of gas and temperature)
30
State Boyle's Law
**Pressure is inversely proportional to volume**- at a **constant temperature**. If pressure of a gas is doubled, its volume would halve
31
A pupils stated that as the temperature of a gas in kelvin is doubles, the average speed of the gas must also double. Is this statement true or false?
False At t_emperature of a gas in kelvin doubles,_ the average _**kinetic energy** of the particles doubles_, NOT the average speed
32
How is **temperture** related to the **average KE of particles**
Temperature is **proportional** to the *_average_* KE of the particles NOTE: Temperature **_is not proportional_** to the average velocity of the particles!!
33
What happens to the pressure inside a tyre in the summer?
1. As _temperature increases,_ _energy of gas particles increases_ 2. In_crease in KE_ of particles means particles _move more quickly_ 3. Particles _collide with the wall more frequently_ AND _with more force_ 4. _Pressure = Force / area_ 5. More _force_ on the _same area_ results in more _pressure._
34
What are the control variables for the investigation where pressure of a gas was measured as temperature was varied?
Moles/mass of gas Volume of gas
35
Use the pressure-temperature equation to work out the **_initial pressure_** for a gas where the temperature was increased from 100K to 200K **_Final pressure_** was 5 atm.
P1/T1 = P2/T2 (write the equation with P1 first- this makes it easier to rearrange!!) P1= P2T1/T2 P1= 5atm x 100K / 200K P1 = 2.5atm
36
How does the pressure of a gas relate to it temperature *_in kelvin_*? What would a graph of pressure against temperature look like?
Pressure is **proportional** to temperature *_in kelvin_* (For same moles of gas and volume) Straight time through the origin
37
How many cm3 in a dm3?
1 dm3 = 1000 cm3
38
What happens to the pressure inside a tyre in the winter?
1. As _temperature decreases,_ _energy of gas particles decreases_ 2. _Decrease in KE_ of particles means particles _move more slowly_ 3. Particles _collide with the wall less frequently_ AND _with less force_ 4. _Pressure = Force / area_ 5. _Less force_ on the _same area_ results in _less pressure._
39
How is pressure related to temperature *_in degrees celsius_*?
Pressure is **linearly** related to temperature *_in degrees celsius_*. (For same moles of gas and volume) It is a straight line but does not go through the origin.
40
Convert 0ºC to Kelvin
K = ºC + 273 0ºC = 273 K
41
Convert 0K to ºC
ºC = K - 273 0K = -273ºC
42
Use the pressure-temperature equation to work out the **_initial temperature_** for a gas where the pressure was decreased from 100Pa to 50Pa **_final temperature_** 15K.
T1/P1 = T2/P2 (write the equation with Ti first- this makes it easier to rearrange!!) T1= T2P1/P2 T1= 15K x 100Pa /50Pa T1 = 30K
43
Use the pressure-temperature equation to work out the **_new pressure_** for a gas where the temperature was increased from 100K to 200K **_Intial pressure_** was 3 atm.
P2/T2 = P1/T1 (write the equation with P2 first- this makes it easier to rearrange!!) P2= P1T2/T1 P2= 3 atm x 200K / 100K P2 = 6atm
44
Describe the movement of particles in a gas
Fast, freely and randomly