Find the missing pieces of the parallelogram for number 9

Question

asked Mar 24, 2023 66.7k views

1 Answer

Ivan Slaughter · Answer 1 · 2023-03-30T03:13:19+0000

Given:

$\bar{HQ}=12,\bar{NQ}=8$

Required: Lengths of PQ and QO

Step-by-step explanation:

The diagonals of a parallelogram bisect each other.

So,

$\bar{PQ}=\bar{NQ}\text{ and }\bar{MQ}=\bar{QO}$

Therefore,

$\bar{PQ}=8,\bar{QO}=12$

Final Answer:

$\bar{PQ}=8,\bar{QO}=12$