Recent content by randyrandy

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    Finding amplitude of a circular wavefront without wavelength

    I'm still uneasy because I still don't see a concrete formula(s) connecting energy and radius to amplitude... I'm curious to find out what the formal way of solving this would be using nice neat physics formula.
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    Finding amplitude of a circular wavefront without wavelength

    Thank you for that explanation. formally speaking, what energy equation would be used on the other side of 1/2kx^2 = ? that uses radius in it's equation? why are water waves considered harmonic motion? i thought harmonic meant things like springs and pendulums and stuff?
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    Finding amplitude of a circular wavefront without wavelength

    Would the problem assume that 2cm is the max displacement at 10cm from center? This seemed ambiguous to me. therefore... 1/2k4 = energy (energy would be proportional to circumference pi*2*10cm) at 10cm. at 40cm... 1/2kx^2. what would the energy side of the equation look like at 40cm...
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    Finding amplitude of a circular wavefront without wavelength

    I found this formula for a spring F=kx. Would that be applicable here?
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    Finding amplitude of a circular wavefront without wavelength

    Could you explain how to solve this problem?
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    Finding amplitude of a circular wavefront without wavelength

    1/2kx^2? = energy. but that formula doesn't have radius as a variable.
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    Finding amplitude of a circular wavefront without wavelength

    But the answer says it's 1cm not 0.5cm...
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    Finding amplitude of a circular wavefront without wavelength

    maybe circumference? rather than area, just the perimeter of the wave front? so it's pi*2*r? so linear? just intuitively, i know that a ripple will die down as the wave moves from the center...so the amplitude will be smaller...so it'll be inverse relationship to distance. 2*10cm = 1/2cm...
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    Finding amplitude of a circular wavefront without wavelength

    Part of what threw me off was I was uncertain whether the amplitude of 2cm is the peak amplitude for the wave or some height between the maximum amplitude. As to the power equation, I'm not sure. The problem didn't mention anything about power. Oh, wait, energy is conserved so this is really...
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    Finding amplitude of a circular wavefront without wavelength

    I'm stumped. How do you get this without knowing the wavelength? Can someone explain how to get the answer?
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    High school simple algebra word problem

    The 100W light bulb (cost 0.60 dollars) is not going to be used anymore and is being replaced with the 20W (cost 3 dollars) low energy light bulb. If electricity is charged at $0.15 per kWh, for how many hours must the low energy bulb be used in order for the lower cost of running it to exactly...