Draw a equilateral triangle of sides 6.5 cm and locate its orthocentre
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See attachment for Solution figure.
Step-by-step explanation:
Steps of Construction:
- Draw a line segment AB of 6.5 cm
- Make an angle of 60° on A,with the help of protector and mark a point C,so that AC = 6.5 cm
- Join C and B,∆ ABC is Equilateral triangle with each side 6.5 cm
- As we know that orthocenter is the points of intersection of all altitudes of opposite vertex.
- Draw CG altitude from C on Side AB.
- By the same way draw AE and BF.
- All these altitudes meet at point D, D is the orthocenter of ∆ABC .
Hope it helps you.
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