In ∆ABC , D is the mid point of AB . P is any point of BC. CQ||PD meets AB in Q . Show that ar(∆BPQ)= 1/2ar(∆ABC)

In $∆ A B C$ , D is the mid point of AB . P is any point of BC. CQ||PD meets AB in Q . Show that ar( $∆ B P Q$ )= 1/2ar( $∆ A B C$ )

Matching exercise

Match the items on the right to the items on the left.

step 3

step 5

step 6

step 2

step 4

step 1