Question

In the given figure, find the value of x
a) 50
b) 60
c) 45
d) 40
e) other

Answer 1

is the answer 10

follow hope It helped

Answer 2

Step-by-step explanation:

exterior angle = sum of opposite interior angle

exterior angle = sum of opposite interior angle so ,

exterior angle = sum of opposite interior angle so , 115°= x + 2x -5

exterior angle = sum of opposite interior angle so , 115°= x + 2x -5 115 +5 = 3x

exterior angle = sum of opposite interior angle so , 115°= x + 2x -5 115 +5 = 3x 120 ° = 3x

exterior angle = sum of opposite interior angle so , 115°= x + 2x -5 115 +5 = 3x 120 ° = 3x 120 /3=x

exterior angle = sum of opposite interior angle so , 115°= x + 2x -5 115 +5 = 3x 120 ° = 3x 120 /3=x 40 ° = x

exterior angle = sum of opposite interior angle so , 115°= x + 2x -5 115 +5 = 3x 120 ° = 3x 120 /3=x 40 ° = x therefore, the value of X = 40 degree