A 38 kg child uses a pogo stick to bounce up and down. The spring constant, k, of the toy equals 8,600 N/m. By how much would the spring be compressed by the child if she simply balanced herself vertically on the pedals of the stick? (Give your answer in cm.) How much energy (in J) is stored in the spring under this circumstance?

C deve i Porl e Analyzing Word Choice Mitey X+ rdXNicithc3Npz25IZWSOLzIzNzMyL2xhdWSjah + > C O 2 app edmentum.com/assessments delvery /ua/mt/buncv23732/45548234/aHROcHM6Ly9mMShcHAuZWRIZW5odwouY29tL2YX. D JCHS Sudent Links a Nueve pestala o Google Maps O Nueva pestala O Amaican Gov e improving Test Perf. O Submit Test + Tools O Previous 1v Next O Analyzing Word Choice: Mastery Test adapted excerpt from Banaras Hindu University Speech by Mohandas Gandhi Mohandas Gandhi led a movement in India to demand independence from Great Britain in the first half of the twentieth century. In this speech, he speaks to a group of wealthy Indian university students. I have turned the searchlight all over, and as you have given me the privilege of speaking to y rscene. His Highness the Maharaja who presided yesterday over our deliberations spoke about the poverty of India. Other speakers laid great stress upon it. But what did we witness in the great pandal in which the Select the correct answer. Why…

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If OR stands for disjunction, AND for conjunction, NOT for negation, and IMPLIES for implication, then match the following names of valid argument forms with their symbolic forms. ✓ Elimination Transitivity ✓ Modus Tollens ✓ Specialization ✓ Modus Ponens A. POR Q NOT (Q) Therefore, P B. P IMPLIES Q Q IMPLIES R Therefore, P IMPLIES R C. P IMPLIES Q NOT (Q) Therefore, NOT (P) D. P AND Q Therefore, P E. P IMPLIES Q P Therefore, Q

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O 0 & Y:1 HW_Legengre1.pdf Homework No.3 1- Prove the following relations: ag = (x - t) g(x, t) at (1 - 2xt +t2). (1) (1 - 2xt + t2) ag = t g(x, t) (2) ag = (x - t) at ag (3) dx Where g(x, t) is the generating function of Legendre's polynomials 2- Use Eg. (1) to prove the recurrence relation: (n + 1) Pn+1 = x(2n + 1) P - n Pn-1