Read the following passage and the questions below. Choose the best answer for each question.   はじめまして。きむそらです。[Hajimemashite. Kimu Sora desu.] しゅっしんはイギリスです。[Shusshin wa igirisu desu.] よんじゅうごさいです。[Yanjuu go sai desu.] ロンドンだいがくのがくせいです。[Rondon daigaku no gakusee desu.] いま、よねんせいです。[Ima, yo nensee desu.] せんこうはにほんごです。[Senkoo wa nihongo desu.] よろしくおねがいします。[Yoroshiku onegaishimasu.]

Talk about yourself. Total: 23 points. Each sentence lists its points. Write about yourself in Japanese, using the template below, in the polite speech. Replace the underlined parts with your own words. Do NOT change anything else. Use sentence structures and grammar that you learned in this course. Use at least two kanji that you learned in this course. Write the reading for kanji that we did NOT cover in this course, otherwise, no credit is given to those kanji.  Pay attention to any note next to each sentence.  Remember. This is about yourself. Here’s the template to use:     My name is Keiko. [1 point] I’m 25 years old. [1 point]  I’m in the fourth year at college. [2 pts, make sure to add “college.”] I’m from Japan. [2 pts] I like sushi. It’s delicious. [2 pts each] I have my Japanese class on Mondays and Wednesdays. [Consider when you study Japanese as “having your Japanese class.”  3 pts] I often study Japanese at home [location]. [3 pts] On weekends, I sometimes go to the supermarket. [3 pts] I watch movies (use a direct object with a verb), too. [3 pts] I usually sleep at 12 o’clock [time]. [3 pts]

History: Your pt. is a 27 y.o. Olympic skier who sustained a (L) high ankle sprain during competition. Pt. is S/P surgical repair 4 mos. ago and was immobilized x 6 weeks. Pt. has been receiving regular PT x 2 months and is progressing well. P.O.C.: Cont. PT TIW to work on increasing (L) LE strength and ROM and allow for progression towards normal ADL’s & sport.Pt’s goal: Return to competition.MMT:       R                                L                    Goni:     R                                 LHIP5/55/5WNLWNLKNEE5/55/5WNLWNLANKLE/ FOOTDF (& inv.)5/54-/5DF = 0-10/12WNLInversion5/54-/5INV = 0-24/28WNLPF5/54-/5PF = 0-40/45WNLEversion (& PF)5/54/5EVER = WNLWNLTOES5/55/5WNLWNL A.   What phase of recovery is the patient in? (5 pts) B.   What is the target tissue? (5 pts)C.   What is one appropriate strengthening exercise? List all relevant parameters. How does the exercise aid in the patient’s recovery process/support the POC? (10 pts)D.  What is one appropriate stretching exercise? List all relevant parameters. How does the exercise aid in the patient’s recovery process/support the POC? (10 pts)E. List ONE appropriate special test related to the diagnosis. (5)F. List ONE appropriate special test related to the data & explain how it is related. (5)G. What is one appropriate peripheral joint mobilization technique? List all relevant parameters. How does this technique aid in the patient’s recovery process/support the POC? (10 pts)

What is the layman’s term for medial tibial stress syndrome?

Which lesser toe deformity is characterized by a neutral MTP joint, a neutral PIP joint, and a flexed DIP joint?

What is “relative rest”? Give an example of how and when it can be applied.

Calculate the expected return for C Inc., which has a beta of 0.8 when the risk-free rate is 0.04 and you expect the market return to be 0.12.  You can use the spreadsheet to solve the question: Exam 2 Spreadsheet.xlsx

Exhibit 8.3 USE THE INFORMATION BELOW FOR THE FOLLOWING PROBLEM(S)   Consider a firm that has just paid a dividend of $2. An analyst expects dividends to grow at a rate of 8 percent per year for the next five years. After that dividends are expected to grow at a normal rate of 5 percent per year. Assume that the appropriate discount rate is 7 percent.   Refer to Exhibit 8.3. The future price of the stock in year 5 is  You can use the spreadsheet to solve the question: Exam 2 Spreadsheet.xlsx

Calculate the expected return for F Inc., which has a beta of 1.3 when the risk-free rate is 0.06 and you expect the market return to be 0.125.  You can use the spreadsheet to solve the question: Exam 2 Spreadsheet.xlsx

You are considering two assets with the following characteristics. E(R1) = [x] E(σ1) = [y] w1 = 0.5 E(R2) = [q] E(σ2) =[z] w2 = 0.5 What will be the difference in the standard deviations of the two-stock portfolio if correlation change from  r1,2 = [p] to [o]? Do not round intermediate calculations. Round your answers for the difference in standard deviations of the two-stock portfolio to 4 decimal places. Include the negative sign if the answer is negative. Example -0.0466.  You can use the spreadsheet to solve the question:Exam 2 Spreadsheet.xlsx