(a) Determine $a$ and $b$ so that the system. $$ x+y+z=6, x+2 y+3 z=12, x+3 y+a z=b, $$ has (i) No solution (ii) Unique solution (iii) Infinite solution.
Explanation
The system of equations is represented in the form $AX=B$. The given conditions are used to determine the values of $a$ and $b$ for which the system has no solution, unique solution, or infinite solution.
⬆ 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) (i) Compare sequential and combinational logic circuits. (ii) With the help of truth table, explain JK flip flop
- (a) With neat circuit diagram and wave forms, Explain the working of a full wave rectifier.
- (a) Draw the block diagram of function generator and explain its working.
- (a) Draw the block diagram of super heterodyne receiver and explain its working.