Physics, 21.04.2020 16:32, giraffegurl
Find the position of the mass at t=1.00s; A 1.70 kg mass on a spring has displacement as a function of time given by the equation x(t)=(7.40cm)cos[(4.16rad/s)t−2.42r ad] A 1.70 kg mass on a spring has displacement as a function of time given by the equation x(t)=(7.40cm)cos[(4.16rad/s)t−2.42r ad] Find the position of the mass at t=1.00s;
Answers: 1
![x(t) = (0.074~{\rm m})\cos[(4.16~{\rm rad/s})t - 2.42~{\rm rad}]\\x(t = 1) = (0.074)\cos[4.16 - 2.42]\\x(t = 1) = (0.074)\cos[1.74]\\x(t = 1) = -0.0125~{\rm m}](/tpl/images/0614/8278/87df8.png)
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Find the position of the mass at t=1.00s; A 1.70 kg mass on a spring has displacement as a function...
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