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The orthocentre of a right-angled triangle lies outside the triangle.

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Important Questions on Altitudes and Medians of a triangle

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In ABC, AB=AC and AL is perpendicular to BC at L. In DEF, DE=DF and DM is perpendicular to EF at M. If (area of ABC):(area of DEF)=9.25, then DM+ALDM-AL is equal to:
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The altitudes of a triangle intersect at _____.

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In the given figure, lines l, m and n are called _______lines.
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Altitudes of a triangle meet at a point. The point is called _____.

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Two or more lines that pass through the same point are called _____ lines.
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Fill in the blanks.

Concurrent lines have a _____ point.

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Three or more lines are ___, if they pass through a common point.
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Three or more lines which pass through a single point are called _____ lines.
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In ABC, D is the midpoint of BC.
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AD is the _____.
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Altitude of a triangle is the segment that is an _____ from a vertex on the opposite side.

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ABC is an isosceles triangle in which altitudes BE and CF are drawn to equal sides AC and AB respectively as shown in figure. The altitudes of the triangle are _____. (equal/unequal)
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The orthocenter is located on the vertex of the triangle in_____ triangle. (Acute/Right) 
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 Two segments are concurrent only if they have_____common point. (One / Two / Infinite/ Zero)

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A point where three or more lines meet is called:

 

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In the triangle ABC,

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The altitude is _____ .

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The orthocenter is located inside the triangle in _____ triangle. (Acute/Right) 
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All diameters are concurrent at the _____ of the circle.
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Two or more lines that pass through the same point are called _____ lines.
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A perpendicular drawn from any vertex of a triangle to its opposite side is called a/an _____ (Base/Altitude/Hypotenuse)of the triangle.
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In ABC, D is the midpoint of BC.
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AE is the _____. (Median/ Altitude/ Perpendicular bisector/ Angle bisector)