Question

Find the value of x, given that m4 POS = 119°.

Answer 1

Answer: x=4.7°

Explanation:

`m\angle PQS=119^0\\\angle PQR+\angle RQS=\angle PQS\\72^0+(10x)^0=119^0\\72^0+(10x)^0-72^0=119^0-72^0\\10(x^0)=47^0\\`

Divide both parts of the equation by 10:

`x=4.7^0`