Straight LineEasy
Question
Number of straight lines from (1, 1) which make area of 1 sq. units with the coordinate axes is equal to -
Options
A.0
B.1
C.2
D.3
Solution

Minimum area in I quadrant will be corresponding to a line perpendicular to OA i.e. x + y = 1
⇒ Amin = 2 (in I quadrant) in II & IV quadrant area can vary from (0, ∞)
⇒ Number of straight lines = 2
Create a free account to view solution
View Solution FreeMore Straight Line Questions
If sides of a triangle are y = mx + a, y = nx + b and x = 0, then its area is -...Vertices of a variable triangle are $(3,4),(5cos\theta,5sin\theta)$ and $(5sin\theta, - 5cos\theta)$ where $\theta \in R...The area enclosed by the graphs of $|x + y| = 2$ and $|x| = 1$ is:...A straight line passes through a fixed point (h, k). The locus of the foot of perpendicular on it drawn from the origin ...Let 0 < α < be a fixed angle. If P = (cos θ, sin θ) and Q = {cos(α - θ), sin (α - &#...