Answer :
The force constant of the spring is 1.81 N/m.
When all other forces acting on the mass in a damped mass-spring system are grouped together into one term denoted by F(t). The spring constant is the type of force that is required to stretch the string.
Using the relation;
T = 2π√m/k
T = period = 0.700 s
m = mass in kilograms = 0.0225-kg
k = spring constant = ?
Making k the subject of the formula;
k = 4π²m/T²
k = 4 × (3.14)² × 0.0225/(0.700 )²
k = 1.81 N/m
Therefore, the force constant of a spring needed to produce a period of 0.700 s for a 0.0225 kg mass is 1.81 N/m.
To know more about spring, refer: brainly.com/question/6284546
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