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What is the smallest angle in a 345 triangle in radians as a multiple of pi?
Wiki User
∙ 10y ago
It is 0.2048*PI radians, approx.
Wiki User
∙ 10y ago
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It depends on what else you know about the triangle.
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Any angle in degrees divided by pi is the value of the angle in radians , if that is what you are asking
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A Right Angle Triangle contains one right angle.A right angle has a magnitude of 90°, or in radians (pi/2). A triangle has three angles forming the closed shape, the addition of which gives an angle of 180°, or pi radians. With two right angles, the addition of these alone gives 180° (pi radians), and therefore the last angle has a null value. This is impossible and therefore leads to the conclusion that no triangle can have more then one right angle.As the definition of a Right Angle Triangle requires an angle of 90°, and no triangle can have two of these angles a Right Angle Triangle must have exactly one right angle.
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Angle B = 2.08 radians (=119.19 degrees).
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angle with smallest measure - apex
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smallest angles of what? a triangle?
