displacement of a mass in a vibrating mass spring system is described as x=cos (pi÷8)t . it's displacement after 2 second will be.
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Answered by
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given:- x = cos(π/8)t
put t = 2 , x = cos (π/8)2
=>x = cos(π/4) = 1/✓2
hence, it's displacement after 2 seconds is 1/✓2
put t = 2 , x = cos (π/8)2
=>x = cos(π/4) = 1/✓2
hence, it's displacement after 2 seconds is 1/✓2
Answered by
1
Heyaa mate,
◆ Answer-
x = 0.7071 units
◆ Explanation-
We have eqn for displacement of mass-
x = cos(πt/8)
For t = 2 s,
x = cos(2π/8)
x = cos(π/4)
x = 1/√2
x = 0.7071 units.
Therefore, displacement of the vibrating mass is 0.7071 units.
*Note - SI unit of length is meter and CGS unit is centimeter.
Hope this helps you...
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