To apply Cramer’s rule, the condition is _________

Non-homogeneous system of equations

Homogeneous system of equations

Determinant of co-efficient matrix is not equal to 0

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1.	To apply Cramer’s rule, the condition is _________
A.	Non-homogeneous system of equations
B.	Homogeneous system of equations
C.	Determinant of co-efficient matrix is not equal to 0
D.	No condition
Answer» D. No condition

Discussion

2.	For a homogeneous system, Cramer’s rule will always yield a trivial solution in MATLAB.
A.	True
B.	False
Answer» B. False

Discussion

3.	A student has to find a solution for a system of equations having three variables. He has defined the coefficient matrix as C while the variable matrix as d. He observes that the system is homogeneous. So, to find the solution, he must first check
A.	Consistency
B.	Homogeneity
C.	Heterogeneity
D.	Linearity
Answer» B. Homogeneity

Discussion

Explore topic-wise MCQs in MATLAB Questions and Answers.

To apply Cramer’s rule, the condition is _________

For a homogeneous system, Cramer’s rule will always yield a trivial solution in MATLAB.

A student has to find a solution for a system of equations having three variables. He has defined the coefficient matrix as C while the variable matrix as d. He observes that the system is homogeneous. So, to find the solution, he must first check