Question

The value of (x)m the following figure is (a)120 (b)80"

(c)100 (d)60"​

Answer 1

Answer:

option d 60 degree

Step-by-step explanation:

50+130+120+d= 360

300+ d = 360

d= 360-300

d= 60 degree

Answer 2

Answer:

Answer is 60 °

Step-by-step explanation:

Angles in figure are 130° , 120° , 50° ,and let another be x°

Angles in figure are 130° , 120° , 50° ,and let another be x° So,

Angles in figure are 130° , 120° , 50° ,and let another be x° So, sum of all angle in quadrilateral is 360°

Angles in figure are 130° , 120° , 50° ,and let another be x° So, sum of all angle in quadrilateral is 360°130° + 120° + 50° + x° = 360°

Angles in figure are 130° , 120° , 50° ,and let another be x° So, sum of all angle in quadrilateral is 360°130° + 120° + 50° + x° = 360° 300° + x° = 360°

Angles in figure are 130° , 120° , 50° ,and let another be x° So, sum of all angle in quadrilateral is 360°130° + 120° + 50° + x° = 360° 300° + x° = 360°x° = 360° - 300

Angles in figure are 130° , 120° , 50° ,and let another be x° So, sum of all angle in quadrilateral is 360°130° + 120° + 50° + x° = 360° 300° + x° = 360°x° = 360° - 300x = 60°