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two collinear harmonic oscillations are

two collinear harmonic oscillations are X1= 8 sin( 100pi *t) and X2= 12 sin(96 pi *t) are superposed. calculate the values of
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2. asked by Pavan s m
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A simple harmonic oscillator executes motion whose amplitude is .20 m and it completes 60 oscillations in 2 minutes Calculate
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2. asked by Anonymous
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pls. explain how to get this:A number x is the harmonic mean of two numbers a and b if 1/x is the mean of 1/a and 1/b. a) Write
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2. asked by hi
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1. How many nodes (counting nodes at the ends), are present in the displacement oscillations of an open-closed tube (oboe) that
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2. asked by Veronica
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A harmonic wave on a string moves along the x-axis according to:î(x,t) = 5.0 (cm) sin[ (2.5m-1) x - (63s-1) t ] At x = 1.0 m
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2. asked by Anon
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A harmonic wave on a string moves along the x-axis according to:î(x,t) = 5.0 (cm) sin[ (2.5m-1) x - (63s-1) t ] At x = 1.0 m
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2. asked by Anon
3. 513 views
For a damped harmonic oscillation, the equation of motion is0, 2 2 + g + kx = dt dx dt d x m with m = 0.25 kg, g = 0.07 kgs−1
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2. asked by swapnali
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two collinear harmonic oscillation x1=8sin(100pie(t)) and x2=12sin(96pie(t)) are superposed.calculate the *maximum and minimum
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2. asked by Jkss
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two collinear harmonic oscillation x1=8sin(100pie(t)) and x2=12sin(96pie(t)) are superposed.calculate the*maximum and minimum
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2. asked by ashley
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Can someone check my answers for two and help me with the third?1) A mass m at the end of a spring of spring constant k is
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2. asked by Michelle
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