If `x y=2(x+y),xlt=ya n dx ,y in N ,` then the number of solutions of the equation are a. two b. three c. no solution d. infinitely many solutions

If x y=2(x+y),xlt=y and x ,y in N , then the number of solutions of the equation are a. two b. three c. no solution d. infinitely many solutions

If x y=2(x+y),xlt=y and x ,y in N , then the number of solutions of the equation are a. two b. three c. no solution d. infinitely many solutions

If xy=2(x+y),x<=y and x,y in N, then the number of solutions of the equation are a. two b.three c.no solution d.infinitely many solutions

Find whether the pair of linear equations y = 0 and y=-5 has no solution, unique solution or infinitely many solutions.

Number of solution in the given pair of equation is infinitely many solutions x + 2y - 8 = 0 2x + 4y = 16

The pair of equations y=0 and y=-7 has a)one solution b)two solution c)infinitely many solution d)no solution

Comprehension 2 Consider the system of linear equations alphax+y+z=m x+alphay+z=n x+y+alphaz=p If alpha=-2\ 7\ m+n+p!=0 then system of linear equations has- a. no solution b. infinite solutions c. unique solution d. finitely many solution

Comprehension 2 Consider the system of linear equations alphax+y+z=m x+alphay+z=n x+y+alphaz=p If alpha=-2\ 7\ m+n+p!=0 then system of linear equations has- a. no solution b. infinite solutions c. unique solution d. finitely many solution

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