Question

construct a triangle with angles 105 95 and a side of length of your choice could you construct a triangle justify​

Answer 1

We could not construct a triangle because there one angle is negative.

We already know the sum of triangle angles is 180 degree.

We have two angles 105 degrees and 95 degrees

• A+B+C = 180
• 105 +95+ x=180°
• 200 +x= 180°
• 200+x> 180°

hence we can't form any type of triangle

$\huge\color{purple}{ \colorbox{orange}{\colorbox{white} {Thanks}}}$

Answer 2

We, can't construct a triangle with angles 105⁰ and 95⁰ in a side of length of our choice, because we know that sum of all angles of a triangle is 180⁰.

Let A,B,C be 105⁰,95⁰and x⁰ respectively.

A+B+C= 180⁰

105⁰+95⁰+C = 180⁰

or, 200⁰ + C = 180⁰

or, 200⁰ + C > 180⁰

Therefore, triangle is not possible.