If a straight line through `C(-sqrt8,sqrt8)` making an angle `135^(@)` with the x-axis cuts the circle `x=5 cos theta, y=5 sin theta` in points A and B, then length of segment AB is
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If a straight line through C(sqrt(-8),sqrt(8)) make an angle 135^(@) with the x-axis,cuts the circle x=5cos theta,y=5sin theta in points A and B, find length of segment AB.
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A straight line makes an angle of 135^(@) with the X-axis and cuts Y-axis at a distance -5 from the origin. The equation of the line is
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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
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Which makes an angle of 135^(@) with the axis of x and which cuts the axis of y at a distance of -8 from the origin and.