For what value of λ the equation of the line λx + (1+ λ)y + (2+ λ)x + λy +3=0 represents a line parallel to x-axis is
-2
-
-1
1
The line (2+2λ)x +(1+2λ)y + 3 = 0 represents a line parallel to x-axis if
(2+2λ) = 0
So λ= -1.
The number of real values of λ for which the lines x−2y+3=0, λ x+3y+1=0 and 4x−λy+2=0 are concurrent is
Question 1 (iii) For what value(s) of λ, does the pair of linear equations λx+y=λ2 and x+λy=1 have a unique solution?