1- ²u 1 0²u əx² v² at² = 0 Show Transcribed Text let's consider the wave equation. This wave equation of the terms u(x - vt) and u(x + vt) show that it is available.
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let's consider the wave equation.
This wave equation of the terms ?(? − ??) and ?(? + ??)
show that it is available.
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- Give the relationship between a wave's velocity, frequency, and wavelength. Show that this equation is dimensionally correct. Note that a graph of λ vs 1/f should be a straight line. What is its slope and y-intercept?please answer the questions based on the wave equation: v=fλ a) What is the independent parameter? b) What is the dependent parameter? c) What parameter will you plot on your y-axis? d) If you perform a line of best fit, what will be your slope? e) How will get g from your line of best fit? What's the equation for g? f) What is the equation for the uncertainty in g? g) write a procedure for experimenting to measure gA standing wave us given by y(x,t) = 10cos(5(pi)t)*sin((2/3)(pi)x) find two waves that could be superimposed to generate this standing wave.
- Please help number 2 2) show that in general the form u = f (x-vt) and u = f (x + vt) are solutions that satisfy the wave equation (the wave equation in the picture)Examine the wave function below. Suppose there is a point that goes from y = 2 mm to y = 6 mm. How long does it take for the point to make the move?Please see the attached part (a) of the question with the diagram. b) The energy flow to the earth associated with sunlight is about 1.4 kW/m2. Find the maximum values of E and B for a sinusoidal wave of this instensity.
- Imagine you are at a location where some incident light source provides light at an intensity of 25 W/m^2. Now you move 5 time closer to the light source (aka your distance is 1/5 its initial value). What is the intensity of the light at this new locationOne fine spring day, the Mayor attends a game at Yankee Stadium. In order to honor him, the announcer commands all 60,000 fans to send a “good old fashioned wave around the stadium.” By rising and sitting in succession, a familiar flurry does indeed make its way through the crowds of people. People watch the theatrics at home on their tv’s and internet feeds. Question: Is it scientifically accurate to refer to this human phenomenon as an example of wave motion? Why or not. Be specific and thorough.