1. Tardigrade
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  3. Mathematics
  4. The measure of an angle in degrees, grades and radians be D, G and C respectively, then the relation between them ( D /90) =( G /100)=(2 C /π) text but 1 c =((180/π))° ≃ 57°, 17 prime, 44.8 prime prime and sum of interior angles of a n-sided regular polygon is (2 n-4) π / 2 One angle of a triangle is (4 x/3) grades and another is 3 x degrees, while the third is (2 π x/75) radians. Then the angles in degrees are-

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Q. The measure of an angle in degrees, grades and radians be D, G and $C$ respectively, then the relation between them
$\frac{ D }{90} =\frac{ G }{100}=\frac{2 C }{\pi} \text { but } 1^{ c }=\left(\frac{180}{\pi}\right)^{\circ} $
$ \simeq 57^{\circ}, 17^{\prime}, 44.8^{\prime \prime}$
and sum of interior angles of a n-sided regular polygon is $(2 n-4) \pi / 2$
One angle of a triangle is $\frac{4 x}{3}$ grades and another is $3 x$ degrees, while the third is $\frac{2 \pi x}{75}$ radians. Then the angles in degrees are-

Trigonometric Functions

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Correct answer is (b) $24,60,96$