Asked by Steffine
The minute hand of a large clock is 0.50 m long.
(A) Calculate its linear speed at its tip in meters per second. (0.000873 m/s)
(B) Calculate the centripetal acceleration of the tip of the hand. (1.52 x 10-6 m/s2)
(A) Calculate its linear speed at its tip in meters per second. (0.000873 m/s)
(B) Calculate the centripetal acceleration of the tip of the hand. (1.52 x 10-6 m/s2)
Answers
Answered by
bobpursley
it makes one trip around(2PI radians) per hour, or 3600 seconds
a. w=2PI/3600
speed=wr=2PI*.5/3600
g. a=w^2*r
a. w=2PI/3600
speed=wr=2PI*.5/3600
g. a=w^2*r
Answered by
Venkat (SwagD)
(a)The angular velocity of the minute hand: w = D@/Dt = 2p/(3600 sec) = 2p/3600 = 0.001745rad/s
therefore,linear speed=wr=0.001745*0.5=0.0087rad/sec
(b)centripetal acceleration=v^2/r
=[(0.001745*0.5)^2]/0.5
=0.001745*0.001745*0.5
=0.0...3045*0.5
=given answers(1.52x10^-6)
therefore,linear speed=wr=0.001745*0.5=0.0087rad/sec
(b)centripetal acceleration=v^2/r
=[(0.001745*0.5)^2]/0.5
=0.001745*0.001745*0.5
=0.0...3045*0.5
=given answers(1.52x10^-6)
Answered by
Say
No clue xD
Answered by
Anonymous
Hhjiugt
Answered by
Fuckmeover
Wow,
Answered by
dtzgfzgzgfgfg
hi ira
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