The asymptotes of any hyperbola intersects at                      

Related Questions

• Rectangular hyperbola is one of the hyperbola but the asymptotes are perpendicular in case of rectangular hyperbola.
• If the asymptotes are perpendicular to each other then the hyperbola is called rectangular hyperbola.
• A straight line parallel to asymptote intersects the hyperbola at only one point.
• Which of the following is Hyperbola equation?
• The lines which touch the hyperbola at an infinite distance are                  
• For any point on any curve there exist two normals.
• There are 2 circles say A, B. A is smaller than B and they are not intersecting at any point. Where will be the intersection point of internal tangents for these circles?
• An ellipse is defined as a curve traced by a point which has the sum of distances between any two fixed points always same in the same plane.
• A regular octagonal pyramid of base side equal to 6 cm is resting on its octagon face on ground and section plane is parallel to axis and not parallel to any of the edges of base is held at a distance of 4 cm away from axis the section will be                              
• The planes parallel to any of the two isometric lines are called                  planes.