`L : 3x + 2y-7 =0`
(1) Reduce the above equation in slope intercept from. Find their slope and y -intercept.
(2) Reduce the equation into intercept from. Find their intercepts on axis.
(3) Reduce the equation in normal form and find perpendicular distance from origin and measure of an angle made by perpendicular with positive side of X -axis.

Answer

`y=-(3)/(2) x + (7)/(2) , - (3)/(2) ,(7)/(2). " "(x)/( (7)/(3) ) + ( y)/( (7)/(2) ) =1, (7)/(3) , (7)/(2) " " (3)/( sqrt(13))x + (2)/( sqrt(13) ) y = ( 7)/( sqrt(13) ) , ( 7)/( sqrt(13) ) tan^(-1) ""((2)/(3))`