If the asymptotes are perpendicular to each other then the hyperbola i – McqOptions

MCQOPTIONS

1.	If the asymptotes are perpendicular to each other then the hyperbola is called rectangular hyperbola.
A.	True
B.	False
Answer» B. False

Discussion

No Comment Found

Related MCQs

The asymptotes of any hyperbola intersects at __________
Steps are given to locate asymptotes of hyperbola if its axis and focus are given. Arrange the steps.i. Draw a perpendicular AB to axis at vertex.ii. OG and OE are required asymptotes.iii. With O midpoint of axis (centre) taking radius as OF (F is focus) draw arcs cutting AB at E, G.iv. Join O, G and O, E.
Steps are given to locate the directrix of hyperbola when axis and foci are given. Arrange the steps.i. Draw a line joining A with the other Focus F.ii. Draw the bisector of angle FAF1, cutting the axis at a point B.iii. Perpendicular to axis at B gives directrix.iv. From the first focus F1 draw a perpendicular to touch hyperbola at A.
THE_ASYMPTOTES_OF_ANY_HYPERBOLA_INTERSECTS_AT___________?$
A straight line parallel to asymptote intersects the hyperbola at only one point.
If the asymptotes are perpendicular to each other then the hyperbola is called rectangular hyperbola.
Which of the following is the eccentricity for hyperbola?
The lines which touch the hyperbola at an infinite distance are ________
Which of the following constructions use hyperbolic curves?
Which of the following is Hyperbola equation?