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jill perales

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Simplify the expression so that no negative exponents appear in the final result. Assume all variables represent nonzero numbers. $(3x^{-5})^2(x^2)^{-4}$

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20. Draw the structure of the Claisen condensation product starting with the following reactant. 1. NaOCH$_3$ 2. H$_2$O

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Tutorial Exercise Annual sales (in millions of units) of a certain brand of tablet computers are expected to grow in accordance with the function $f(t) = 0.18t^2 + 0.16t + 2.64$ ($0 \le t \le 3$) How many pocket computers will be sold over the 3 year period between the beginning of 1997 and the end of 1999? Step 1 Let $N'(t) = f(t)$ denote the expected growth of annual sales of pocket computers. Then the number of pocket computers sold over the 3 yr period between the beginnings of 1997 $(t = 0)$ till the end of 1999 $(t = 3)$ is denoted by $\int_0^3 f(t)dt = \int_0^3 (0.18t^2 + 0.16t + 2.64)dt$ Enter an exact number.

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114 Chapter 6 TRY IT YOURSELF 6-7. People: Start with the program you wrote for Exercise 6-1 (page 102). Make two new dictionaries representing different people, and store all three dictionaries in a list called people. Loop through your list of people. As you loop through the list, print everything you know about each person. 6-8. Pets: Make several dictionaries, where the name of each dictionary is the name of a pet. In each dictionary, include the kind of animal and the owner's name. Store these dictionaries in a list called pets. Next, loop through your list and as you do print everything you know about each pet. 6-9. Favorite Places: Make a dictionary called favorite_places. Think of three names to use as keys in the dictionary, and store one to three favorite places for each person. To make this exercise a bit more interesting, ask some friends to name a few of their favorite places. Loop through the dictionary, and print each person's name and their favorite places. 6-10. Favorite Numbers: Modify your program from Exercise 6-2 (page 102) so each person can have more than one favorite number. Then print each person's name along with their favorite numbers. 6-11. Cities: Make a dictionary called cities. Use the names of three cities as keys in your dictionary. Create a dictionary of information about each city and include the country that the city is in, its approximate population, and one fact about that city. The keys for each city's dictionary should be something like country, population, and fact. Print the name of each city and all of the infor- mation you have stored about it. 6-12. Extensions: We're now working with examples that are complex enough that they can be extended in any number of ways. Use one of the example pro- grams from this chapter, and extend it by adding new keys and values, chang- ing the context of the program or improving the formatting of the output.

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SINGLE-PHASE LOADS Device Quantity Volts Amps Usage Lamps 50 120 T 50% Pmotor 2 120 5.8 100% 1HP motor 1 240 8 100% HP motor 2 240 16 50% Hoater 1 120 15 100% Heater 1 240 30 100% Heater 1 240 100% TRANSFORMER SELECTIONS Catalog Phase Primary Secondary SYA Number Voltage Voltage Rating 01 240/480 37.5 02 240/480 120/209 03 240/480 120/240 75 04A 208 048 208 120/249 75 OSA 1 217 120/240 0SB 1 277 120/240 75 06 3 480 delta 20/20 75 Note: Base all calculations on stated usage 07 3 480 delta 20/120 25 08 3 480 delta 20/120wye 152 A. The kVA capacity for 120V loads equals KVA. 09 3 489 delta 208/120 B. The kVA capacity for 240V loads equals KVA. 10 3 480 delta 240 75 11 3 480 delta 240 150 12 3 600 delta 0y 75 C. The kVA capacity for 120V and 240V loads equals KVA. 13 3 609 delta 2/10 1125 D. The kVA capacity of 120V and 240V loads plus 10% equals VA. 14 3 600 delta 20/120 150 15 3 600 delta 20/120 225 THREE-PHASE LOADS SINGLE-PHASE LOADS Device Quantity Volts Amps Usage Heater 2 208 25 09 Lamps 100 120 75% 25 HP motor 2 208 75 50% Heater 10 120 100% 10 HP motor 1 208 31 100% HP motor 5 120 88 100% 2 HP motor 1 208 7.5 100% Note: Base all calculations on stated usage. A. The kVA capacity for 3-phase loads equals kVA. B. The kVA capacity for 1-phase loads equals kVA. C. Total kVA capacity for 1-phase and 3-phase loads equals kVA. D. Transformer catalog number with 480 primary equals - E. Transformer catalog number with 600 primary equals

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2. (10 points) Given any eigenstate of $L_z$, show that the expectation values of both $L_x$ and $L_y$ are zero.

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Arthur can spend his income on coffee and cola. He views coffee as a good but cola is a perfect substitute. Use the line drawing tool to draw three lines representing his indifference curve map. Label these three lines: $I^1$, $I^2$, and $I^3$ such that $U_3 > U_2 > U_1$. Carefully follow the instructions above, and only draw the required objects. coffee cola

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Sports Expert distributes tennis rackets to retail stores and extends credit terms of 2/10, n/30 to all of its customers. At the end of April, Sports Expert's inventory consisted of rackets purchased for $5,100. During May, the following merchandising transactions occurred. Purchased rackets on account for May 1 $4,400 from EuroSport distributor, FOB destination, terms 2/10, n/30. The appropriate party also made a cash payment of $100 for the freight on this date. Sold rackets on account to Town Club May 3 for $5,000. The cost of the rackets sold was $2,880. Received $200 credit for rackets May 6 returned to EuroSport distributor. Paid EuroSport distributor in full, less May 9 discount. Received payment in full from Town Club May 12 (less discount). May 22 Sold rackets on account to Classical Team for $3,100. The cost of the rackets sold was $1,800. May 26 Granted Classical Team $240 credit for rackets returned costing $144. Required Journalize the transactions for the month of May for Sports Expert using a perpetual inventory system.

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2) Explain the need for financial managers to balance liquidity and solvency.

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In an ideal Otto cycle, the air at the beginning of isotropic compression is at 1 bar and 15°C. The ratio of compression is 8. If the heat added during the constant volume process is 1000 kJ/kg, determine (a) the maximum temperature in the cycle, (b) the air standard efficiency, (c) the work done per kg of air, and (d) the heat rejected. Take Cv = 0.718 and γ = 1.4.

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