Comparing the general equation x = A cos (wt + p) with the given equation, x...

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Comparing the general equation x = A cos (wt + p) with the given equation, x = 5.00 cos (7.00лt + л), we can solve for frequency, period, amplitude, phase constant, and position. (a) From the given equation, and the equation that relates angular frequency to frequency, we have w = 2πf = π rad/s. Solving for the frequency, f = (b) For the period, we have T = -1/2 = | (c) For the amplitude, we have A = 5 im. Enter a number. (d) For the prese constant, we have 4 = Hz. S. π rad rad. Submit Skip (you cannot come back) Comparing the general equation x = A cos (wt + p) with the given equation, x = 5.00 cos (7.00лt + л), we can solve for frequency, period, amplitude, phase constant, and position. (a) From the given equation, and the equation that relates angular frequency to frequency, we have w = 2πf = π rad/s. Solving for the frequency, f = (b) For the period, we have T = -1/2 = | (c) For the amplitude, we have A = 5 im. Enter a number. (d) For the prese constant, we have 4 = Hz. S. π rad rad. Submit Skip (you cannot come back)

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The image depicts a homework question relating to simple harmonic motion and asks to find the freque... View the full answer