Jacob is cutting a tile in the shape of a parallelogram. Two opposite angles have measures of (6n − 70)° and (2n + 10)°. What are the two different angle measures of the parallelogram-shaped tile? 20° and 160° 50° and 130° 30° and 150° 70° and 110°
URGENT

Respuesta :

Answer: 70° and 110°

 

Given: Two opposite angle measures of a parallelograml: (6n − 70)° and (2n + 10)°.

Assuming that the parallelogram is a square, the opposite angles are equal to 180.

(6n − 70)° + (2n + 10)°=180

6n-70+2n+10=180

6n+2n=180-10+70

8n=240

n=240/8

n=30

(6n-70)=6(30)-70=180-70=110

(2n+10)=2(30)+10=60+10=70

 

Answer:

Step-by-step explanation:Jacob is cutting a tile in the shape of a parallelogram. Two opposite angles have measures of (6n − 70)° and (2n + 10)°.

Answer : 50° and 130°