Question

Orthocentre of a triangle is denoted by the letter __________

Answer 1

orthocentre of a triangle is denoted by letter 'O' generally.

Answer 2

Answer:

Orthocentre is denoted by the letter 'O'.

Step-by-step explanation:

We know that,

Orthocentre : Orthocentre is the point inside or outside of the triangle where the lines drawn from the vertices of the triangle (also, called as Altitudes) meet at each other. In case, of Acute angle triangles, it will lie inside of a triangle and in case, of Obtuse angled triangles it will, lie outside of the triangle.

Therefore, Orthocentre is basically the intersection point of the Altitudes of the triangle which can lie inside or outside of the triangle.

Orthocentre is denoted by the letter 'O'.