(a) Show that the density of a mixture of ideal gases is equal to the sum of their partial densities.
Explanation
The problem involves demonstrating that the density of a mixture of ideal gases is equal to the sum of their partial densities. We use the ideal gas equation and the definition of partial pressures to derive the result.
⬆ Related Topic
📘 Syllabus
View KERALA UNIVERSITY Class 1 Syllabus →
📝 Practice Questions
Practice Previous Year Questions →
🤖 Practice with AI
Generate Practice Question Paper →
📚 Related Concepts
- (a) Explain the principle and working of (i) Zener diode (ii) LED
- (a) List down any four key characteristics of Light Rail Transit System (LRT).
- (a) Explain the factors involved in the selection of good alignment for a railway line. Illustrate with necessary sketch
- (a) Explain the functions of rails and various types of rails in use.
- (a) State the Clapeyron equation and explain.