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david gomis

david g.

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Use the following portfolio information to answer questions 6 through 12 Assume you have amassed a $20 million position in Stock X. Stock X has a 26% annual volatility. Also assume you have amassed a $30 million position in Stock Q. Stock Q has a 35% annual volatility. Also assume the correlation between the rates of return for Stocks Q and X is equal to 45%. 6. What is the annual USD or $ volatility (or daily $\sigma$ = daily standard deviation) for Asset X? 7. What is the daily USD or $ volatility (or daily $\sigma$ = daily standard deviation) for Asset X? 8. What is the daily USD or $ volatility (or daily $\sigma$ = daily standard deviation) for Asset Q? 9. What is the daily portfolio covariance for the portfolio consisting of Asset X and Asset Q? 10. What is the daily portfolio standard deviation for the portfolio consisting of Asset X and Asset Q? 11. What is the 10-day 98.50% VaR in USD or $'s for the portfolio consisting of Asset X and Asset Q? 12. How do you interpret or describe the VaR value calculated in Question 11?

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Draw one of the expected products of the Diels-Alder cycloaddition reaction shown. Use wedge and dashed bonds to show the stereochemistry. + 0 Diene Dienophile Select Draw Templates More C H Ο Erase Q २२

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SAT Scores The means over several years of the math and reading and writing SAT scores are given. Math Reading and Writing 529 427 520 469 517 469 524 432 522 419 520 525 525 485 525 534 Send data to Excel Part: 0 / 3 Part 1 of 3 Find the range, variance, and standard deviation of math scores. Round your answers to one decimal place as needed. Range = Variance = Standard deviation =

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image.png ?? Question 8 Risk that can be eliminated through diversification is called ______ risk. O unique O firm-specific O diversifiable All of these options are correct. < Previous MacBook Pro

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5. Which of these are considered I/O devices? Check all that apply. Monitors CPU Speakers Webcams

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Question 10 1 pts A good is inferior if which of the following is true? When income increases, the demand increases. When income increases, the demand remains unchanged. When income increases, the demand decreases. Income and the demand are unrelated.

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88. Suppose the number of "likes" for a particular Instagram page increases according to a model given by \( V(t)=V_{0} e^{0.08 t} \), where \( V \) is measured in millions and \( t \) is measured in weeks. How long will it take for the number of "likes" to triple? (A) \( \ln (37.5) \) weeks (B) \( 12.5 \ln (3)_{\text {weeks }} \) (C) \( 12.5 \ln \left(3 V_{0}\right) \) weeks (D) \( 0.08 \ln (3) \) weeks (E) \( 3 \ln (1.08)_{\text {weeks }} \)

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Instructions The following were selected from among the transactions completed by Babcock Company during November of the current year Nov 3 Purchased merchandise on account from Moonlight Co., list price $85,000, trade discount 25%, terms FOB destination, 2/10, n/30 4 Sold merchandise for cash, $37,680. The cost of the goods sold was $22,600. 5 Purchased merchandise on account from Papoose Creek Co., $47,500, terms FOB shipping point. 2/10, n/30, with prepaid freight of $810 added to the invoice. 6 Returned merchandise with an invoice amount of $13,500 ($18,000 list price less trade discount of 25%) purchased on November 3 from Moonlight Co. 8 Sold merchandise on account to Quinn Co., $15,600 with terms n/15. The cost of the goods sold was $9,400. 13 Paid Moonlight Co. on account for purchase of November 3, less return of November 6. 14 Sold merchandise with a list price of $236,000 to customers who used VISA and who redeemed $8,000 of pointof-sale coupons. The cost of the goods sold was $140,000. 15 Paid Papoose Creek Co, on account for purchase of November 5. 23 Received cash on account from sale of November 8 to Quinn Co. 24 Sold merchandise on account to Rabel Co., $56,900, terms n/30. The cost of the goods sold was $34,000.

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The nurse is caring for a client who has diabetes mellitus type 1 and is 2 days post-op abdominal surgery. The client takes clopidogrel (Plavix) 75mg po daily and aspirin 81mg po daily. In preparing the administration of these drugs, it is most important for the nurse to first: a. assess whether the client is having mild pain. b. check the serum prothrombin time levels. c. monitor the blood pressure. d. ensure that the client has eaten. The nurse administers atropine 0.4mg IM as ordered pre-op for surgery. Thirty minutes after administration, the client complains of a very dry mouth and has flushed dry skin with an oral temperature of 99°F and a pulse rate of 104. The most appropriate nursing action is for the nurse to: a. document the client's complaints. b. notify the physician. c. take the client's temperature in 1 hour. d. recognize that these are normal side effects of the drug. 2. The nurse is caring for a client who has diabetes mellitus type 1 and is 2 days post-op abdominal surgery. The client takes clopidogrel (Plavix) 75 mg po daily and aspirin 81 mg po daily. In preparing the administration of these drugs, it is most important for the nurse to first: a. assess whether the client is having mild pain. b. check the serum prothrombin time levels. c. monitor the blood pressure. d. ensure that the client has eaten. Rationale: 3. The nurse administers atropine 0.4 mg IM as ordered pre-op for surgery. Thirty minutes after administration, the client complains of a very dry mouth and has flushed dry skin with an oral temperature of 99°F and a pulse rate of 104. The most appropriate nursing action is for the nurse to: a. document the client's complaints. b. notify the physician. c. take the client's temperature in 1 hour. d. recognize that these are normal side effects of the drug. Rationale:

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Plot each point and form the triangle ABC. Verify that the triangle ABC is a right triangle. Find its area. A=(-2,11) B=(5,7) C=(1,0) Choose the correct graph below that shows points A, B, C, and triangle ABC. To show that the triangle is a right triangle, show that the sum of the squares of the lengths of two of the sides (the legs) equals the square of the length of the third side (the hypotenuse). Sum of the squares of the lengths of the legs of the triangle = Square of length of the hypotenuse of the triangle =

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