Math, asked by tinasaini189, 8 months ago

if the angles of a quadilateral are x, (x-10) , (x+ 30) and 2x degree then find the greatest angle

Answers

Answered by bighnes87

Answer:

X+(X-10)+(X+30)+2X=360

X+X-10+X+30+2X=360

5X+20=360

5X=340

X= 68

X=68

X-10=58

X+30=98

2X= 136

SO 136(2X) IS THE GREATEST ANGLE

Answered by Dhawalsaini

Answer:

136°

Step-by-step explanation:

sum of angles in a quadrilateral =360

x+x-10+x+30+2x=360

5x+20=360

5x=360-20=340

x=340÷5=68

Greatest angle =2x=2×68

=136°

Hope it helped.

Please mark it brainliest.

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if the angles of a quadilateral are x, (x-10) , (x+ 30) and 2x degree then find the greatest angle​

Answers

if the angles of a quadilateral are x, (x-10) , (x+ 30) and 2x degree then find the greatest angle