find the new origin on the x-axis so that the equation ax+by+c=0 reduce to the form ax+by=0

Find the angle of roation of the axes so that the equation 2x + 3y =7 may be reduced to form X = K

The angle of rotation of the axes so that the equation x + y - 6 = 0 may be reduced to the form X = 3 sqrt(2)

The angle of rotation of the axes so that the equation x + y-6=0 may bre reduced in the form x= 3sqrt(2) is

The angle of rotation of the axes so that the equation ax+by+c=0 may be reduced to X=p is

The angle of rotation of the axes so that the equation sqrt(3)x - y+5=0 may be reduced to the form Y = constant is

The angle of rotation of the axes so that the equation sqrt(3)x - y + 5 = 0 may be reduced to the form y = constant is

Find the angle of rotation of the axes so that the equation sqrt(3) x - y + 1 = 0 may be reduced to the form Y = K

Find the point to which the origin should be shifted so that the equation 3y^(2)+6y-5x-7=0 is reduced to the form y^(2)=ax .

Find the angle through which the axes may be turned so that the equation Ax+By+C=0 may reduce to the form x = constant, and determine the value of this constant.