A regular cone is been cut by a plane which is parallel to the axis of cone, the section formed will be like                              

Related Questions

• A regular cone is been cut by a plane which is parallel to the axis of cone the section formed will be like                            
• A regular cone is been cut by a plane which is inclined to axis of cone and cuts all the generators the section formed be like
• A regular cone is resting on H.P on its base. A section plane is perpendicular to H.P and V.P cutting the cone such that the plane is not having axis of cone in it. The section would be                  
• A regular cone is been cut by a cutting plane which passes through the apex of cone and making some angle with axis less than half of angle between the slanting ends the section will be like                      
• A regular cone is been cut by a plane which is perpendicular to axis of cone the section will be like                      
• A regular cone is placed such that axis is parallel to both reference planes the section plane perpendicular to both reference planes and cuts the cone the section will be like
• A regular cone is resting on V.P with axis perpendicular to it a plane is cutting the cone such that it is perpendicular to H.P and inclined to V.P cutting cone at all generators the section formed is                  
• A regular pentagonal pyramid of base side equal to 5 cm is resting on H.P on its pentagon face and section plane is parallel to axis and parallel to edge of base and plane is 2 cm away from axis. The section will be
• A regular cone is placed on H.P and section plane is parallel to axis cutting the cone at the middle then the section will be
• A regular cone is placed such that axis is perpendicular to H.P and the section plane is inclined to axis and parallel to one of the generator then the section will be