1.
The area of the triangle bounded by the straight line and the coordinate axes is
2.
The points (1,1), (-5,5) and (13,\lambda ) lie on the same straight line, if \lambda is equal to 
3.
The equations to the straight lines passing through the origin and making an angle with the straight line are given by
4.
Consider the points . If ‘P’ be a point on the line , such that is minimum, then coordinates of is
5.
The length of the perpendicular from the origin of the line
\frac{x\sin a}{b}-\frac{y\cos a}{a}-1=0 is
6.
The angle between the straight line and is
7.
Two consecutive sides of a parallelogram are and . One diagonal of the parallelogram is . If the other diagonal is
ax+by+c=0, then
8.
The straight lines and are concurrent, if
9.
If the angel between the pair of straight lines represented by the equation
x^{2}-3xy+\lambda y^{2}+3x-5y+2=0, is \tan ^{-1}(\frac{1}{3}), where '\lambda ' is a non-negative real number. Then, \lambda is
10.
The centroid of the triangle formed by the pair of straight lines and the line is