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Three Traveling Sinusoidal Waves Are on Identical Strings, with the Same

question 35

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Three traveling sinusoidal waves are on identical strings, with the same tension.The mathematical forms of the waves are y1(x,t) = ymsin(3x - 6t) , y2(x,t) = ymsin(4x - 8t) , and y3(x,t) = ymsin(6x - 12t) , where x is in meters and t is in seconds.Match each mathematical form to the appropriate graph below. Three traveling sinusoidal waves are on identical strings, with the same tension.The mathematical forms of the waves are y<sub>1</sub>(x,t) = y<sub>m</sub>sin(3x - 6t) , y<sub>2</sub>(x,t) = y<sub>m</sub>sin(4x - 8t) , and y<sub>3</sub>(x,t) = y<sub>m</sub>sin(6x - 12t) , where x is in meters and t is in seconds.Match each mathematical form to the appropriate graph below.   A) y<sub>1</sub>: i, y<sub>2</sub>: ii, y<sub>3</sub>: iii B) y<sub>1</sub>: iii, y<sub>2</sub>: ii, y<sub>3</sub>: i C) y<sub>1</sub>:i, y<sub>2</sub>: iii, y<sub>3</sub>: ii D) y<sub>1</sub>: ii, y<sub>2</sub>: i, y<sub>3</sub>: iii E) y<sub>1</sub>: iii, y<sub>2</sub>: i, y<sub>3</sub>: ii


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An accounting principle that values inventory at the lower of its historical cost or market value.

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Last-In, First-Out inventory method, where the most recently produced items are recorded as sold first.

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The cost that would be incurred to replace an asset at the present time, considering the asset's current condition.

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