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angular speed per second?
welll i had to change it to radians
you are given the number of revolutions per minute. Each revolution around the fan is 360\({\color{black}{ ^{\circ} }}\).. So, 950 revolutions would be: 342000\({\color{black}{ ^{\circ} }}\) this is: 342000\({\color{black}{ ^{\circ} }}\)/min if you want per second, then divide the number of degrees by 60 (since 1min=60 sec) and that comes out to be: 5700\({\color{black}{ ^{\circ} }}\)/sec. want to c hange to radiasns? then: 950\({\color{blak}{ {\pi} }}\)/min or 15\({\color{back}{ \large{\frac{5}{6}} }}\) \({\color{black}{ {\pi} }}\)/sec
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