if three angle of a triangles are (2x-5) (5x+5) and (3x+50) then the value of x is
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Answer:
Given the angles of the Triangle are
2x,3x,5x
Hence, 2x+3x+5x=180o (Interior angle sum is 180o)
⇒10x=180o⇒x=10180o=18o
So, the angles are
2x=2∗18o=36o3x=3∗18o=54o5x=5∗18o=90o
Step-by-step explanation:
We know that the sum of the angles of a triangle is 180o.
∴2xo+3xo+5o+4xo−14o=180o⇒9xo−9o=180o
⇒9xo=180o+9o=189o
⇒x=9o189o=21
∴2xo=(2×21)o=42o,(3x+5)o=[(3×21+5)]o=68o
(4x−14)o=[(4×21)−14]o=70o
Hence, the angles of the triangle are 24o, 68o and 70o.
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Answer:
x=13
Step-by-step explanation:
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