List of top Mathematics Questions on Slope of a line asked in COMEDK UGET

Let the line \( l_1 \) be a line passing through the point \( (0,-6) \) and making an angle of \(150^\circ\) with the positive \(x\)-axis. The equation of a line \( l_2 \) parallel to \( l_1 \) and crossing the \(y\)-axis at a distance \(2\) units below the origin is:
The angle between two lines is \(45^\circ\) and slope of one line is \( \frac{1}{4} \) then which is the possible value of the slope of the other line.
The slopes of the lines, which make an angle 45° with the line \( 3x - y = -5 \), are:
The medians $AD$ and $BE$ of a triangle with vertices $A(0, b), B(0, 0) $ & $C(a, 0)$ are perpendicular to each other, if