Consistency (unique/infinite solutions) and inconsistent (no solution) system

Lines have infinite solutions

the pair of linear equations (3x)/2+ (5y)/3 =7 and 9x + 10y =14 is (a) consistent (b) inconsistent (c) consistent with one solution (d) consistent with many solutions

The system of equation x+y+z=2 , 3x-y+2z=6 and 3x+y+z=-18 has (a) a unique solution (b) no solution (c) an infinite number of solutions (d) zero solution as the only solution

Consider the system of equations x+y+z=5, x+2y+3z=9, x+3y+ lambda z=mu The sustem is called smart brilliant good and lazy according as it has solution unique solution infinitely many solution respectively . The system is smart if

Consider the system of equations x+y+z=5, x+2y+3z=9, x+3y+ lambda z=mu The sustem is called smart brilliant good and lazy according as it has solution unique solution infinitely many solution respectively . The system is good if

Consider the system of equations x+y+z=5, x+2y+3z=9, x+3y+ lambda z=mu The sustem is called smart brilliant good and lazy according as it has solution unique solution infinitely many solution respectively . The system is lazy if

In each of the following systems of equations determine whether the system has a unique solution,no solution or infinitely many solutions.In case there is a unique solution, find it.2x+3y=76x+5y=116x+5y=119x+(15)/(2)y=21-3x+4y=5(9)/(2)x-6y+(15)/(2)=0

If the system of linear equations is inconsistent, then the solution set is infinite. (Agree/Disagree)

Write a pair of equations in variables x and y which is consistent with (A) unique solution (B) infinitely many solution

unique Graphically, find whether the following pair of equations unique solution or infinitely many solutions or no solution: 5x-8y +1 = 0 3x- 24//5 and + 3//5 =0