Name the Law
Concept Check
Solve It
Units & Conversions
Other
100

A gas decreases in volume when pressure increases, assuming temperature and moles are constant.

Boyle's Law

100

If temperature decreases, what happens to particle motion?

It slows down

100

A gas goes from 2.0 L to 4.0 L at constant temperature. What happens to pressure?

Pressure decreases by half (Boyle's Law says if volume doubles, pressure halves)

100

Why must temperature be in Kelvin for gas law calculations?

Because equations require absolute temperature.

100

What's my name?

Ms Russi! ₍ ᐢ.ˬ.ᐢ₎˚୨୧ 

200

A gas expands proportionally as temperature increases, assuming pressure is constant.

Charles' Law

200

Why does increasing moles increase pressure?

More gas particles = more collisions with the container walls per second = higher pressure

200

A gas at 300K is heated to 600K. What happens to volume (with constant pressure)?

Volume doubles (Charles's Law: V₁/T₁ = V₂/T₂ → temperature doubles → volume doubles)

200

Convert 100 C to Kelvin

373 K

200

What university do I go to AND what's my major?

University of Houston Biology Major!

300

A rigid container causes pressure to increase when temperature increases.

Gay-Lussac's Law

300

Which variable is held constant in Boyle's Law?

Temperature (T) and moles (n)

300

P1 = 1 atm, V1 = 2L, V2 = 4L.

Find P2!

0.5 atm

300

What is the value of R when pressure is in atm and volume is in liters?

0.0821 L·atm/mol·K

300

What was it called when a scuba diver holds their breath as they ascend?

Pulmonary barotrauma

400

A gas changes pressure, volume, and temperature but the amount of gas remains constant.

Combined Gas Law

400

Which variable is held constant in Charles' Law?

Pressure (P) and moles (n)

400

T1 = 300K, T2 = 450K, V1 = 2L.

Find V2!

3 L

400

Convert 652 mmHg to atm (760 mmHg = 1 atm)

0.858 atm

400

What's the name of the character on the discussion question slide at the beginning of the presentation?

Nick Wilde

500

A gas law that accounts for changing the number of particles and relates macroscopic variables to moles.

Ideal Gas Law

500

Explain why gases are compressible.

Gas particles are far apart with lots of empty space between them. Applying pressure pushes the particles closer together, reducing volume.

500

P = 3 atm, V = 2L, T = 300K.

Find n!

0.244 mol (PV = nRT → n = PV/RT = (3 × 2)/(0.0821 × 300) = 6/24.63 = 0.244 mol)

500

Name two different pressure units and explain when you might convert between them.

atm, mmHg, kPa

500

How many total slides are in this presentation? (Make your best guess!)

35

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