A minute hand of a table clock is 5cm long. How far does its tip move in 20 minutes?
A.
44/7cm
B.
220/21
C.
44cm
D.
21cm
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Answers
Answered by
1
MATHS
The minute hand of a clock is 5cm long.How far does the tip of the hand move in 15 minutes?
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ANSWER
The minute hand moves through 2π×
60
15
=
2
π
radians.
Since the length of the minute hand is 5cm, the distance moved by the tip of the hand is given by the formula,l=rθ=5×
2
π
=
2
5π
cm
Answered by
1
option C is the correct answer
Step-by-step explanation:
Length of minute hand r=4 cm
In 30 minutes, the tip of minute hand reaches diametrically opposite end of the clock.
Thus displacement of tip of minute hand d=2r=8 cm
Time taken t=30 min=30×60=1800 s
So, average velocity v
avg
=
t
d
=
1800
8 cm
=44.cm is the correct answer
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