The value of x in the given figure is
120∘
12∘
Sum of all the angles in a straight line =180∘
⇒(13x+8)∘+(34x−18)∘+(12x)∘=180∘
⇒(13x+34x+12x)−18+8=180
⇒(4x+9x+6x12)−10=180
⇒(19x12)=190
⇒x=190×1219
⇒x=120∘
Angles of a quadrilateral are given as 85∘, 95∘, x∘, (x+10)∘. Find the value of x.
In the given figure, if ∠DOB = 2x - 5° and ∠AOC = 85°, then x = ___.
Consider the figure:
If ∠A= 50∘, ∠B = 70∘, and x = 2y. Then the value of angle x & y in degrees is: