1kg mass is suspended from a spring which is now stretched by 1cm if it is allowed to oscillate then its period will be
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Given:
1kg mass is suspended from a spring which is now stretched by 1cm.
To find:
If it is allowed to oscillate then its period will be
Solution:
From given, we have,
1kg mass is suspended from a spring which is now stretched by 1cm.
We use the time period formula,
T = 2π √(m/k)
where, k = spring constant.
k = W/x = 1kg/1cm = 10N/0.01m = 1000 N/m
substituting the value of spring constant in time period equation, we get,
T = 2π √(1/1000)
T = 2 × 3.14 × (1/100)
T = 0.1985 s
∴ The period of oscillation will be 0.1985 sec.
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