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.

Name: I need help in task 3 , i provided the previous tasks if needed Using
Uploaded: 2024-03-20T07:07:26.000Z
Channel: Bartleby
Description: I need help in task 3 , i provided the previous tasks if needed Using the figure #1 and figure 2 (all the figures will be sent by email), it is required to check the slab behaviourfor the roof floor in the sport club under throwing the lifting and th

Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

Section: Chapter Questions

Problem 1RQ

See similar textbooks

Similar questions

You're a construction engineer and one of your responsibilities is to estimate and schedule construction workers to complete projects. You've been given the job to frame a house and you know that 20 workers can complete the job in 12 days if the number of working hours per day is 8. However, you only have a construction crew of 17 workers and your contract requires that you complete the framing in 8 days. If the job is to be completed in 8 days with 17 workers, what will be the working hours per day? Round your answer to the nearest tenth of an hour.
You work as a health inspector and must visit each of the 15 restaurants in town once each week, In how many different orders can you make these inspections?
Pizza Gut sells only pizza. They offer five types of crust, five types of cheese, four meat toppings and four vegetable toppings. If you must order exactly one type of cheese, one meat topping and one vegetable topping on your pizza, how many different pizzas can you order at Pizza Gut?
For his classes, Professor Wright gives three types of quizzes, objective, recall, and recall-plus. To keep his students on their toes, he has decided to give at least 20 quizzes next quarter. The three types, objective, recall, and recall-plus quizzes, require the students to spend, respectively, 10 minutes, 30 minutes, and 60 minutes for preparation, and Professor Wright would like them to spend at least 12 hours(720 minutes) preparing for these quizzes above and beyond the normal study time. An average score on an objective quiz is 5, on a recall type 6, and on a recall-plus 7, and Dr. Wright would like the students to score at least 130 points on all quizzes. It takes the professor one minute to grade an objective quiz, 2 minutes to grade a recall type quiz, and 3 minutes to grade a recall-plus quiz. How many of each type should he give in order to minimize his grading time?
It is week 1 and there are currently 84 Apple Watches Series 6 in stock. We need 431 Apple Watches at the start of week 6. Apple Watch has a lead time of 2 week, in which week should an order be placed to meet the requirement of Apple Watches? Input should be an exact number le 5 or 10)
Please help me answer the following questions. Thank you
Betty's athletic trainer told her to follow the beginning exercise training schedule on day 1. On day 2, she is to increase all distances and times by that 1 4 of day 1. On day 3, she is to increase all distances and 1 times by that of day 2. What will be her training schedule on day 3? On day 1, each athlete will begin the morning as follows: 1 Jog.......2 mi 1-min 1 Walk.....1mi 2nd Walk.…..1 mi Rest....1
For the remainder of this question, we will consider one of the world's most popular video games, Minecraft (adapted from Mills & Mills, 2016). In this game, the character (you) can attempt to tame a wolf with a bone. Assume that you get 9 tries to tame the wolf, i.e. there are 9 bones. Each time you tame the wolf, the wolf becomes a dog and a new wolf appears which you can then attempt to also tame. This continues until you have used up all 9 bones, and the goal is to end up with as many dogs as possible at the end of the game. The probability of taming the wolf with each attempt is fixed at 0.54. Let X denote the number of dogs at the end of the game so that X~ BIN (9,0.54). Assume you are about to play the game. 15. The probability that you will tame some number a or less dogs is 0.66144. What must be (round to the nearest whole number)?