Question

In a triangle PQR, if angle Q is obtuse and s is the orthocenter of triangle PQR, then find the orthocenter of triangle PSR

Answer 1

Q is orthocenter of triangle PSR

Step-by-step explanation:

• Orthocenter is termed as the point of intersection of altitudes
• For an obtuse angled triangle the orthocenter is outside and its opposite side is the side opposite to obtuse angle
• As seen in given diagram the altitudes of the triangle joining the points ABOrthocenter intersects at C which is the Obtuse angled point
• So in our case the orthocenter is point Q