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Two waves traveling in opposite directions result in a standing wave, so if the function of each wave is: Y1 = (4Cm) Sĩn(3x-2t) and Y2 = (4Cm)Sin(3x+2t), then the amplitude of simple harmonic motion is at (x=2.3Cm) ) she : 3.6 cm 2.6 cm 4.6 cm

Two waves traveling in opposite directions result in a standing wave, so if the function of each wave is: Y1 = (4Cm) Sĩn(3x-2t) and Y2 = (4Cm)Sin(3x+2t), then the amplitude of simple harmonic motion is at (x=2.3Cm) ) she : 3.6 cm 2.6 cm 4.6 cm

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Two waves traveling in opposite directions result in a standing wave, so if the function of each wave is: Y1 = (4Cm) Sin(3x-2t) and Y2 = (4Cm)Sin(3x+2t), then the amplitude of simple harmonic motion is at (x=2.3Cm) ) she : %3D 3.6 cm 2.6 cm 4.6 cm
Transcribed Image Text:Two waves traveling in opposite directions result in a standing wave, so if the function of each wave is: Y1 = (4Cm) Sin(3x-2t) and Y2 = (4Cm)Sin(3x+2t), then the amplitude of simple harmonic motion is at (x=2.3Cm) ) she : %3D 3.6 cm 2.6 cm 4.6 cm
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