Question

is it possible to have quadrilateral whose angles Are of measure 115°,155°,60°and 50° ​

Answer 1

Answer:

no it is not possible. now, why?

see

155°+155°+60°+50°= 415°

if the sum of yhese 4 angles was 360° then it will possible

Answer 2

Answer:

No,it's not possible

Step-by-step explanation:

For every quadrilateral,the sum of all the angles should not exceed 360 degrees

But,in the above case the sum of total angles comes out to be 380 degrees. Hence,it's impossible to draw a quadrilateral with these set of angles.

For more clarification, you can try and draw a quadrilateral with these angles,what you'll observe is that an open shape will be formed,the four sides will never be joined together and hence a quadrilateral will be open from one side.

Hope it helps!!