Review the key concepts, formulae, and examples before starting your quiz.
🔑Concepts
Matter is anything that occupies space and has mass. The SI unit of mass is the kilogram () and the SI unit of volume is the cubic metre ().
Physical Nature: Matter is made up of particles. These particles are extremely small, often measured at scales smaller than .
Particles of matter have spaces between them. This is evidenced by the fact that when we dissolve salt in , the particles of salt get into the spaces between the particles of water.
Particles of matter are continuously moving and possess Kinetic Energy (). As the temperature increases, the particles move faster because .
Diffusion: The process of intermixing of particles of two different types of matter on their own is called diffusion. The rate of diffusion increases with an increase in temperature.
Particles of matter attract each other due to intermolecular forces. The strength of this force of attraction varies from one kind of matter to another (highest in solids, least in gases).
📐Formulae
💡Examples
Problem 1:
A small crystal of potassium permanganate () can color a large volume of water (). What does this experiment prove about the nature of matter?
Solution:
This proves that matter is made of millions of tiny particles.
Explanation:
Even a tiny crystal of contains millions of particles. When dissolved, these particles keep on dividing themselves into smaller and smaller numbers, spreading throughout the and imparting color to a large volume.
Problem 2:
The smell of hot sizzling food reaches you several metres away, but to get the smell from cold food you have to go close. Explain why using the concept of Kinetic Energy.
Solution:
Higher temperature leads to higher Kinetic Energy (), resulting in faster diffusion.
Explanation:
At higher temperatures, the particles of the aroma of food move with higher velocity because their Kinetic Energy () increases. This causes them to diffuse into the air more rapidly and cover larger distances compared to particles at lower temperatures.
Problem 3:
Convert a temperature of to the Kelvin scale.
Solution:
Explanation:
Using the formula , we substitute the value: .