angular-speed se related questions ko ek jagah revise karein. Har question me bilingual content, answer feedback aur explanation available hai.
4 questions tagged with angular-speed.
C. (20) सेकंड(20) seconds
\(240^\circ=\frac{4\pi}{3}\) रेडियन है। समय \(\frac{4\pi/3}{\pi/15}=20\) सेकंड होगा। / \(240^\circ=\frac{4\pi}{3}\) radians. Time is \(\frac{4\pi/3}{\pi/15}=20\) seconds.
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A. \(675^\circ\)
कोण \(\frac{3\pi}{8}\times10=\frac{15\pi}{4}\) रेडियन है, जो \(675^\circ\) है। परीक्षा में पहले कुल रेडियन निकालें। / The angle is \(\frac{3\pi}{8}\times10=\frac{15\pi}{4}\) radians, which is \(675^\circ\). In exams, first find the total radians.
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If angular speed is \(15^\circ\) per second, what is it in radians per minute?
C. \(5\pi\)
\(15^\circ\) प्रति सेकंड से \(900^\circ\) प्रति मिनट मिलता है, और \(900^\circ=5\pi\) रेडियन है। परीक्षा में समय इकाई पहले बदलें। / \(15^\circ\) per second gives \(900^\circ\) per minute, and \(900^\circ=5\pi\) radians. In exams, convert the time unit first.
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If angular speed is (9) revolutions per minute then what is its value in radians per second?
B. \(\frac{3\pi}{10}\)
(9) चक्कर प्रति मिनट \(=18\pi\) रेडियन प्रति मिनट है। (60) से भाग देने पर \(\frac{3\pi}{10}\) मिलता है। / (9) revolutions per minute equals \(18\pi\) radians per minute. Dividing by (60) gives \(\frac{3\pi}{10}\).
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