If the pair of linear equations has an infinite number of solutions, then the equations will be _______

#Solutions

3 Views

If the pair of linear equations has an infinite number of solutions, then the equations will be _______

Safeer PP 14th Dec, 2021

Answer

Answer Later

Report

Answer (1)

Safeer PP 14th Dec, 2021

If the pair of linear equations have an infinite number of solutions, then the equations will be consistent and dependent.

Like Share

Related Questions

Choose the convenient and time efficient method to solve linear a pair of linear equations?

3 Views

What are the different methods to solve a pair of linear equations?

13 Views

How many solutions are there for linear equations in two variables if the equations are inconsistent and independent?

11 Views

How many solutions are there for linear equations in two variables if the equations are consistent and dependent ?

3 Views

Is the chapter Pair of Linear Equations in Two Variables important for Board examinations?

12 Views

Applications for Admissions are open.

Amity University, Noida Law A...

Apply

700+ Campus placements at top national and global law firms, corporates and judiciaries

Amity University, Noida BBA A...

Apply

Ranked amongst top 3% universities globally (QS Rankings)

VIT Bhopal University | M.Tec...

Apply

M.Tech admissions open @ VIT Bhopal University | Highest CTC 52 LPA | Apply now

Amity University | M.Tech Adm...

Apply

Ranked amongst top 3% universities globally (QS Rankings).

Graphic Era (Deemed to be Uni...

Apply

NAAC A+ Grade | Among top 100 universities of India (NIRF 2024) | 40 crore+ scholarships distributed

Amity University Noida B.Tech...

Apply

Among Top 30 National Universities for Engineering (NIRF 2024) | 30+ Specializations | AI Powered Learning & State-of-the-Art Facilities

View All Application Forms

Trending Articles/News

Download the Careers360 App on your Android phone

Regular exam updates, QnA, Predictors, College Applications & E-books now on your Mobile

150M+ Students

30,000+ Colleges

500+ Exams

1500+ E-books