Orthocenter Of A Triangle -Multiple Choice Questions Quiz

Interactive MCQs on “Orthocenter Of A Triangle”:

Solve the following 10 questions. Only one option is correct. Click on the “Submit” button when done. Click on the “embed” button to use this quiz on your website. Click on “WhatsApp” to share this quiz.

Question 1: What is the orthocenter of a triangle?

(a) The point where all three medians intersect
(b) The point where all three altitudes intersect
(c) The point where all three perpendicular bisectors intersect
(d) The point where all three angle bisectors intersect

Question 2: In which type of triangle is the orthocenter always located inside the triangle?

(a) Acute triangle
(b) Obtuse triangle
(c) Right triangle
(d) Scalene triangle

Question 3: In which type of triangle is the orthocenter located outside the triangle?

(a) Acute triangle
(b) Obtuse triangle
(c) Right triangle
(d) Isosceles triangle

Question 4: How many orthocenters can a triangle have?

(a) 1
(b) 2
(c) 3
(d) 0

Question 5: What is the special property of the orthocenter in a right triangle?

(a) It coincides with the centroid.
(b) It coincides with the circumcenter.
(c) It lies on the hypotenuse.
(d) It lies on one of the acute angles.

Question 6: For an equilateral triangle, the orthocenter is located at the intersection of:

(a) The midpoints of the sides
(b) The altitudes
(c) The perpendicular bisectors
(d) The angle bisectors

Question 7: In an isosceles triangle with two equal sides, where is the orthocenter located?

(a) At the midpoint of the base
(b) At the vertex opposite the base
(c) On the base itself
(d) Anywhere

Question 8: If the orthocenter of a triangle is located outside the triangle, what can you conclude about the triangle?

(a) It must be an isosceles triangle.
(b) It must be an obtuse triangle.
(c) It must be an acute triangle.
(d) It must be a right triangle.

Question 9: In a scalene triangle, where can the orthocenter be located?

(a) Inside the triangle
(b) Outside the triangle
(c) On one of the sides of the triangle
(d) Anywhere

Question 10: For any non-equilateral triangle, the orthocenter, centroid, and circumcenter are always:

(a) Aligned
(b) Concurrent
(c) Equidistant
(d) inside the triangle