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Given the equation of a circle as

X^2+Y^2+4x-6y=-


Two points A and B have coordinates (3,6) and (-3,0) respectively.

Obtain the equation of the circle for which the line segment AB is the diameter


Find the center and radius of the circle that passes through M(3,3) and is tangent to the line Y-2x+3 at point N(5,5)


Find the distance between the following perpendicular lines x+3y=7 and (sqr(1+ sqr64)x +5y +5=0


point m is the midpoint of xy. xm=5x+3 and my =9x -25 find x xm my xy



Find the equation of a straight line which oases through the point (2,-3) and is parallel to the line 2x + y = 6.


if two straight line represented by the equation x2(tan2 + cos2 )-2xytan +y2 sin2=0 makes angle A and B with x axis respectively ,than show that tan A - tan B


Show that coordination of c are (8;0)
P is a point on the parabola whose ordinate

equals its abscissa. A normal is drawn to the parabola at

P to meet it again at Q. If S is the focus of the parabola

then the product of the slopes of SP and SQ is-

 Obtain the quartile of the data 33, 25, 42, 25, 31, 37, 46, 29, 38 


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