A student measures the time period of 100 oscillations of a simple pendulum four times ,
The data set is 0 s , 91 s , 92s and 95 s , if the minimum division in the measuring clock is 1s , then the reported mean time should be
a) => (92+,- 2)s
b)=> (82+,-5)s
c)=> (02 +,- 1.8)s
d) => (92 +,-3)s
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Answered by
91
Hello pari ,
we know that Arithmetic mean time of a oscillating simple pendulum is given by
∑ Xi / N = > { 90s+92s+93s+95s }/4 => 92 s
and we know that mean deviation of a simple pendulum is given by
∑ | Xbar - Xi |/N = > {2+1+3+0} /4 = > 1.5
Given minimum division in the measuring clock , ie . simple pendulum = > 1s
thus the reported mean time of a oscillating simple pendulum (92+,-2) s
so our required answer is A pari
hopes this will help you !
@ engineer gopal khandelwal b-tech from IIT ROORKEY
we know that Arithmetic mean time of a oscillating simple pendulum is given by
∑ Xi / N = > { 90s+92s+93s+95s }/4 => 92 s
and we know that mean deviation of a simple pendulum is given by
∑ | Xbar - Xi |/N = > {2+1+3+0} /4 = > 1.5
Given minimum division in the measuring clock , ie . simple pendulum = > 1s
thus the reported mean time of a oscillating simple pendulum (92+,-2) s
so our required answer is A pari
hopes this will help you !
@ engineer gopal khandelwal b-tech from IIT ROORKEY
paridhigupta1234:
thnx engineer ;)
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the answer is mentioned above
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