Construct the ALMN such that LM=7.5cm, MN=5cm and LN=8cm. Locate its centroid Draw and locate the centroid of the triangle ABC where right angle at A. AB = 4cm and AC = 3cm. Draw the AABC, where AB = 6cm, B = 110° and AC = 9cm and construct the centroid. Construct the A POR such that PQ = 5cm, PR= 6cm and QPR = 60° and locate its centroid Draw APQR with sides PQ = 7 cm, QR = 8 cm and PR = 5 cm and construct its Orthocentre. Draw an equilateral triangle of sides 6.5 cm and locate its Orthocentre. Draw AABC, where AB = 6 cm, B = 110° and BC = 5 cm and construct its Orthocentre. Draw and locate the Orthocentre of a right triangle PQR where PQ = 4.5 cm, OR = 6 cm and PR = 7.5 cm.
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In ΔLMN LM = 7.5 cm, MN = 5 cm, LN = 8 cm Construction : Step 1 : Draw ∆LMN with LNM = 8 cm, MN = 5 cm, LM = 7.5 cm Step 2 : Construct perpendicular bisectors for any two sides (LN and MN) to find the mid points of LM and MN. Step 3 : Draw the medians LD, ME. Let them meet at G. Step 4 : G is the centroid of