Question : The mid-points of AB and AC of the $\triangle$ABC are P and Q, respectively. If PQ = 6 cm, then the side BC is:

Option 1: 10 cm

Option 2: 12 cm

Option 3: 8 cm

Option 4: 14 cm

Question : In $\triangle$ABC, two medians BE and CF intersect at the point O. P and Q are the midpoints of BO and CO, respectively. If the length of PQ = 3 cm, then the length of FE will be:

Option 1: 3 cm

Option 2: 6 cm

Option 3: 9 cm

Option 4: 12 cm

Question : $\triangle ABC$ is a triangle. PQ is a line segment intersecting AB in P and AC in Q and PQ || BC. The ratio of AP : BP = 3 : 5 and the length of PQ is 18 cm. The length of BC is:

Option 1: 28 cm

Option 2: 48 cm

Option 3: 84 cm

Option 4: 42 cm

Question : If $\triangle ABC \sim \triangle PQR$, AB =4 cm, PQ=6 cm, QR=9 cm and RP =12 cm, then find the perimeter of $\triangle$ ABC.

Option 1: 18 cm

Option 2: 16 cm

Option 3: 20 cm

Option 4: 22 cm

Question : In $\triangle$ABC, $\angle$A = 90°, AD$\perp$BC and AD = BD = 2 cm. The length of CD is:

Option 1: 3 cm

Option 2: 3.5 cm

Option 3: 3.2 cm

Option 4: 2 cm