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In which conditions given below a triangle can be drawn:
1. 2 right angles and an acute angle is given
2. 2 obtuse angles and 1 acute angle is given
3. 1 acute angle, 1 obtuse angle and 1 right angle is given
4. 3 equal sides given

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Correct Answer - Option 4 : 3 equal sides given

Concept :

In a triangle sum of all interior angles is 180°.

Option: 1 

2 right angles and an acute angle

⇒ 90° + 90° + An acute angle (90° > Acute angle > 0°)

∴ The Sum of all angles is more than 180°. Triangle can't be formed.

Option: 2

2 obtuse angles and 1 acute angle

⇒ An obtuse angle is greater than 90° 

∴ The Sum of all angles is more than 180°. Triangle can't be formed.

Option: 3

1 acute angle, 1 obtuse angle, and 1 right angle is given

⇒ An acute angle (90° > Acute angle > 0°) + An obtuse angle (> 90°) + 90° 

∴ The Sum of all angles is more than 180°. Triangle can't be formed.

Option: 4

If all sides of the triangle are equal then the measurement of each interior angle will be 60°. The Sum of all interior angles is 180°. Triangle can be formed.

The correct option is 4 i.e. 3 equal sides given.

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