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Charles' Law Challenge

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Charles' Law Challenge

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Explore volume vs temperature at constant pressure

Created by

Liz
Liz
Philippines

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Charles' Law Challenge
 

Charles' Law ChallengeOnline version

Explore volume vs temperature at constant pressure

by Liz
1

Who formulated the relationship between gas volume and temperature at constant pressure?

2

In Charles' Law, which quantity remains constant?

3

As temperature increases, what happens to the volume of a gas at constant pressure?

4

Which graph best represents V vs T at constant P for an ideal gas?

5

What quantities are directly proportional in Charles’ Law?

6

What does k stand for in the equation V = kT?

7

Which temperature scale must be used for Charles’ Law?

8

How do you convert Celsius to Kelvin?

9

What is 35°C in Kelvin?

10

From the data table, what is the relationship between V and T at constant P?

11

What is the temperature in Kelvin when V = 32 cm3 according to the table data?

12

Which equation represents Charles’ Law for constant pressure?

13

If a balloon is 2.20 L at 25°C and 51°C is reached, what is V?

14

In Charles’ Law, which quantity remains constant when solving problems about V and T?

15

Which unit is used for temperature in Charles’ Law problems?

16

Which statement is true about volume when temperature goes to zero Kelvin?

17

Which real-life application does not rely on Charles’ Law?

18

What happens to the volume when a gas is heated at constant pressure?

19

Which gas law relates V, T, and P together as V ∝ T at constant P?

20

Which is a direct consequence of Charles’ Law in daily life?

21

What is the correct rearrangement to derive T2 from V1, V2, T1?

22

Which choice is a characteristic of Charles’ Law?

23

What is the Kelvin value for 0°C used in Charles’ Law?

24

What is the effect of decreasing temperature on a fixed amount of gas at constant pressure?

25

Which activity best applies Charles’ Law?

Feedback

Charles proposed that volume varies directly with temperature when pressure is constant.

Charles' Law keeps pressure constant to relate V and T.

Direct proportionality: V ∝ T at constant P.

V is directly proportional to T, yielding a straight line through origin in ideal data.

V ∝ T when P and n are constant.

k equals V/T and is constant for fixed amount of gas.

Absolute temperature is needed; use Kelvin.

K = °C + 273.15.

Add 273.15 to Celsius.

Volume increases with temperature linearly in the table.

Table indicates 0°C corresponds to 273.15 K and V=20.0 at 0°C; for 32 cm3 at constant P, infer around 273 K.

Charles’ Law uses V ∝ T at constant P; the proportional form is V1/T1 = V2/T2.

Use V ∝ T in Kelvin: T1=298.15 K, T2=324.15 K.

For the V-T relation, pressure is kept constant.

Temperature must be on the absolute scale.

At 0 K, motion stops; ideal gas volume would be zero.

Most kitchen baking uses other gas behaviors but still relates to V-T.

Direct proportionality in Charles’ Law.

Charles’ Law specifically ties V with T at constant P.

Increasing T at constant P expands gas volume.

From V ∝ T at constant P: V1/T1 = V2/T2.

Key feature: V ∝ T when P and n are constant.

0°C equals 273.15 K.

Lower T reduces V when P is fixed.

Lower temperature reduces gas volume at constant pressure.

 
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