Draw the triangle PQR- where PQ - 6 cm- angle P - 110-circ- and QR - 8 cm and construct its centroid

Question

Toppr Admin · Accepted Answer

1- Draw a line PQ-6-xA0-cm2- Male angle of 110-xB0- at P-3- Take an arc of 8cm from Q -amp- cut at R-4- Draw RQ - then we get PQR triangle-5- Find medians of triangle from all vertices-6- Cutting point of medians is centroid-

Draw the $△ P Q R$ , where $P Q = 6 c m, ∠ P = 110^{\circ}$ and $Q R = 8 c m$ and construct its centroid

$1)$ Draw a line $P Q = 6 c m$
$2)$ Male angle of $110 °$ at $P$ .
$3)$ Take an arc of $8 c m$ from $Q$ & cut at $R$ .
$4)$ Draw $R Q$ , then we get $P Q R$ triangle.
$5)$ Find medians of triangle from all vertices.
$6)$ Cutting point of medians is centroid.

Draw the △PQR, where PQ=6 cm,∠P=110∘ and QR=8 cm and construct its centroid

1) Draw a line PQ=6 cm2) Male angle of 110° at P.3) Take an arc of 8cm from Q & cut at R.4) Draw RQ , then we get PQR triangle.5) Find medians of triangle from all vertices.6) Cutting point of medians is centroid.

Draw the $△ P Q R$ , where $P Q = 6 c m, ∠ P = 110^{\circ}$ and $Q R = 8 c m$ and construct its centroid

$1)$ Draw a line $P Q = 6 c m$
$2)$ Male angle of $110 °$ at $P$ .
$3)$ Take an arc of $8 c m$ from $Q$ & cut at $R$ .
$4)$ Draw $R Q$ , then we get $P Q R$ triangle.
$5)$ Find medians of triangle from all vertices.
$6)$ Cutting point of medians is centroid.