Math, asked by rinidinda9, 10 months ago

A system of linear equations is said to be consistent, if it has.........
a. one or many solution
b. two solution
c.exactly one solution
d. no solution
which is the correct option

Answers

Answered by TheValkyrie

One or many solutions

hope this helps you.

Answered by dmrunal

Answer: A system of linear equations is said to be consistent if it has one or many solutions.

Step-by-step explanation:

Option A: one or many solutions
As it is said that there should at least one solution that can satisfy all the equations in the system of linear equations. This means it can have multiple solutions which satisfy the linear equations.
Hence Option A, One or many solutions is correct.
System of linear equations: When in a system there is more than one equation present with 2 variables, The system is called the System of linear equations.
Consistent Equation: When there is at least one solution that satisfies all the equations then the system is said to be consistent.
Inconsistent Equation: When there is no solution that can satisfy all the equations then the system is said to be Inconsistent.

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