Question

What is the measure of each of the four angles in a quadrilateral if they are in the ratio 3:5:6:10?​

Answer 1

RATIO IS 3:5:6:10

LET EACH ANGLE BE 3x,5x,6x,10x

3x+5x+6x+10x=360

24x= 360

x=15

3x=3*15=45°

5x=5*15=75°

6x=6*15=90°

10x= 10*15=150°

MARK AS BRAINLIEST

Answer 2

Answer:

Step-by-step explanation:

Let the angles be 3x,5x,6x,10x

Sum of interior angles of a quadilateral=360°

Therefore,

10x+6x+3x+5x=360

Or, 24x=360

Or,x=360/24

Or,x=15

Therefore the angles are

3×15=45°

5×15=75°

6×15=90°

10×15=150°