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Class 10 > Learn Mathematics > How many triangles can be drawn having its angles as...
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How many triangles can be drawn having its angles as 45°, 64° and 72°? Give reason for your answer.

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Tutor

Zero triangles.. we cant draw triangle with these angles. but the given angles are 45,64.72. if we add those we get 45+64+72=181. so we cannot draw triangle.
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Dedicated and responsible teacher from NIT Warangal

The sum of all three angles in any triangle anouamo to 180°. If we add the given angles, i.e., 45°+64°+72°,gives us 181°. So, no triangle exists with the given angles.
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Physics Teacher

sum of all angles should be zero
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Trainer

Zero triangles. because we cant draw triangle with these angles. As the given angles are 45,64,72. if we add then we get, 45+64+72=181.so we can't draw triangle.
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Tutor

Zero triangle.For a triangle the sum of its three angle=180 degrees..But if we add 45+64+72 we get 181...so we can't construct a triangle
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Tutor

Zero triangles.. we cant draw triangle with these angles. but the given angles are 45,64.72. if we add those we get 45+64+72=181. so we cannot draw triangle.
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Tutor

not a single triangle becaues the sum of all anglesof triangle should be 180 degre
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Computer Wizard

no traingle can be drawn with this measurements because the total sum of traingle =180 so its exceeds the angle
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Tutor

Only one distinct triangle can be formed.We can make infinite numbers of triangle by scaling up or down its length.
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Teacher

No triangles can be drawn with the three angles mentioned because the sum of all angles in a triangle must be 180, which in this case is not.
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