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Using the figure #1 and figure 2 (all the figures will be sent by email), it is required to check the slab behaviour for the roof floor in the sport club under throwing the lifting and the movement of using the sports equipment, in order to accomplish that, a simulation was performed for the slab and the vibrations (displacements) with time were found to have the following relationship: y1 = 0.08 sin (2532 +3.45t) cm In your report, you are expected to: I. Define the maximum amplitude, frequency and phase angle of the displacement function. 2. You are expected to apply compound angle identities in order to separate the displacement function into function in terms of sine and cosine. It is considered that the movement of the water in the Olympiad swimming pool will create a vibration in the same direction of yl of the following equation: y2 = {sin(8.78t – 0.0475) cm 3. You are expected to model the combination between the two sine waves and find the displacement at time 2 using both analytical and graphical methods.

Using the figure #1 and figure 2 (all the figures will be sent by email), it is required to check the slab behaviour for the roof floor in the sport club under throwing the lifting and the movement of using the sports equipment, in order to accomplish that, a simulation was performed for the slab and the vibrations (displacements) with time were found to have the following relationship: y1 = 0.08 sin (2532 +3.45t) cm In your report, you are expected to: I. Define the maximum amplitude, frequency and phase angle of the displacement function. 2. You are expected to apply compound angle identities in order to separate the displacement function into function in terms of sine and cosine. It is considered that the movement of the water in the Olympiad swimming pool will create a vibration in the same direction of yl of the following equation: y2 = {sin(8.78t – 0.0475) cm 3. You are expected to model the combination between the two sine waves and find the displacement at time 2 using both analytical and graphical methods.

Trigonometry (MindTap Course List)
Trigonometry (MindTap Course List)
8th Edition
ISBN:9781305652224
Author:Charles P. McKeague, Mark D. Turner
Publisher:Charles P. McKeague, Mark D. Turner
Chapter3: Radian Measure
Section3.5: Velocities
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Using the figure #1 and figure 2 (all the figures will be sent by email), it is required to check the slab behaviour for the roof floor in the sport club under throwing the lifting and the movement of using the sports equipment, in order to accomplish that, a simulation was performed for the slab and the vibrations (displacements) with time were found to have the following relationship: y1 = 0.08 sin (2532 +3.45t) cm In your report, you are expected to: I. Define the maximum amplitude, frequency and phase angle of the displacement function. 2. You are expected to apply compound angle identities in order to separate the displacement function into function in terms of sine and cosine. It is considered that the movement of the water in the Olympiad swimming pool will create a vibration in the same direction of yl of the following equation: y2 = {sin(8.78t – 0.0475) cm 3. You are expected to model the combination between the two sine waves and find the displacement at time 2 using both analytical and graphical methods.
Transcribed Image Text:Using the figure #1 and figure 2 (all the figures will be sent by email), it is required to check the slab behaviour for the roof floor in the sport club under throwing the lifting and the movement of using the sports equipment, in order to accomplish that, a simulation was performed for the slab and the vibrations (displacements) with time were found to have the following relationship: y1 = 0.08 sin (2532 +3.45t) cm In your report, you are expected to: I. Define the maximum amplitude, frequency and phase angle of the displacement function. 2. You are expected to apply compound angle identities in order to separate the displacement function into function in terms of sine and cosine. It is considered that the movement of the water in the Olympiad swimming pool will create a vibration in the same direction of yl of the following equation: y2 = {sin(8.78t – 0.0475) cm 3. You are expected to model the combination between the two sine waves and find the displacement at time 2 using both analytical and graphical methods.
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