[" 6.A reace at rhombus bounded by "],[" four lines ax "+-by+-c=]

Area of the rhombus bounded by the four lines, ax +- by +-c = 0 is

Area of the rhombus bounded by the four lines, ax +- by +-c = 0 is

Area of the rhombus bounded by the four lines, ax +- by +-c = 0 is

If abgt0 find th area of the rhombus enclosed by the four straight lines ax+-by+-c=0

Area of the rhombus formed by the lines ax +- by +- c = 0 is (A) 2c^2/|ab| (B) |ab|/2c^2 (C) c^2/|ab| (D) |ab|/c^2

The parallelogram is bounded by the lines y=ax+c;y=ax+d;y=bx+c and y=bx+d and has the area 18 the parallelogram bounded by the lines y=ax+c,y=ax-d,y=bx+c and y=bx-d has area 72 given that a,b,c&d are positive numbers find the smallest possible value of (a+b+c+d)