If a car is disturbed from its equilibrium position, its oscillation motion at any instant can...

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If a car is disturbed from its equilibrium position, its oscillation motion at any instant can be given by the following equation x(t) = e-nt xo cos pt + xo Where x(t) is the vibration at time (t), (n=c/2m), p = n р sin p k c² m 4m² If the damping coefficient (c = 1.4 x 107 g/s,m = 1.2 x 106 g, k = 1.25 × 10⁹ g/s & x = 0.3) find the root of the above equation which is between (0, 0.1). work to (5) decimal places. If a car is disturbed from its equilibrium position, its oscillation motion at any instant can be given by the following equation x(t) = e-nt xo cos pt + xo Where x(t) is the vibration at time (t), (n=c/2m), p = n р sin p k c² m 4m² If the damping coefficient (c = 1.4 x 107 g/s,m = 1.2 x 106 g, k = 1.25 × 10⁹ g/s & x = 0.3) find the root of the above equation which is between (0, 0.1). work to (5) decimal places.

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Given Equation xt entxo cospt xo Given Values c 14 x 107 gs m 12 x 10 g k 125 x 10 g... View the full answer