[" Show that the point "(x,y)," where "],[qquad x=5cos theta,y=-3+5sin theta],[" lies on a circle for all values of "theta]

Show that the point (x, y) , where x=5 cos theta, y=-3+5 sin theta , lies on a circle for all values of theta

Show that the point (x, y) , where x=5 cos theta, y=-3+5 sin theta , lies on a circle for all values of theta

Show that the points (x, y), where : x=5 cos theta, y=-3+5 sin theta lie on a circle for all values of theta .

Show that the point (x, y) , where x=a+r cos theta, y = b + r sin theta , lies on a circle for all values of theta .

Show that the point (x, y) , where x=a+r cos theta, y = b + r sin theta , lies on a circle for all values of theta .

Find the fix point through which the line (2cos theta+3sin theta)x+(3cos theta-5sin theta)y-(5cos theta-2sin theta)=0 passes for all values of theta

The line (x-1) cos theta + (y-1) sin theta =1, for all values of theta touches the circle

prove that all lines represented by the equation : (2 cos theta + 3 sin theta) x + (3 cos theta - 5 sin theta) y- (5 cos theta - 2 sin theta) = 0 pass through a fixed point for all values of theta . Find the coordinates of that point.

Family of lines represented by the equation (cos theta+sin theta)x+(cos theta sin theta)y-3(3cos theta+sin theta)=0 passes through a fixed point M for all real values of theta The reflection of M in the line x-y=0, is-

If the points (4,3) and (cos theta, sin theta) lies same side of the line x+y-1=0 ,then theta lies in which Quadrant?