One angle of equilateral triangle is 5x+30° then what is the others
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In equilateral ∆, all angles are equal.
•°•
Each angle = 5x + 30°
Now,
Sum of all angles = 180°
3 ( 5x + 30° ) = 180°
5x + 30° = 60°
5x = 30°
x = 6
Each angle = 5x + 30° = 5 ( 6 ) + 30° = 60°
Also,
We know that each angle in equilateral ∆ is equal to 60°.
^^"
•°•
Each angle = 5x + 30°
Now,
Sum of all angles = 180°
3 ( 5x + 30° ) = 180°
5x + 30° = 60°
5x = 30°
x = 6
Each angle = 5x + 30° = 5 ( 6 ) + 30° = 60°
Also,
We know that each angle in equilateral ∆ is equal to 60°.
^^"
Answered by
0
since all the angles are equal in an equilateral triangle..
consider a triangle ABC
AB=BC=CA=5x+30°
because it's equilateral triangle
so..
5x+30°+5x+30°+5x+30°=180°
15x+90°=180°
15x=180°-90°
15x=90°
x=90°/15
x=6°
Hence..
AB=BC=CA=5x+30°=5 (6)+30°=60°
Hope it helps..
Mark as brainliest
consider a triangle ABC
AB=BC=CA=5x+30°
because it's equilateral triangle
so..
5x+30°+5x+30°+5x+30°=180°
15x+90°=180°
15x=180°-90°
15x=90°
x=90°/15
x=6°
Hence..
AB=BC=CA=5x+30°=5 (6)+30°=60°
Hope it helps..
Mark as brainliest
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