Numerade

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Identify three different situations (contexts) where students would need to think critically. explain why critical thinking is necessary in each of these situations and Provide examples that demonstrate how critical thinking would be applied in each context.

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which section of the bcp evaluation form should be completed by the force fitness instructor or command physical training representative

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Which of the following is a good name for a module you create? (A name that won't cause an unintended consequences) sys.py url.py math.py time.py All of these are good, and won't cause unintended consequences None of these are good, all will cause some unintended consequence

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Alpha Ltd has currently equity share capital of ₹20 lakhs, consisting of 20,000 equity shares of ₹100 each. The management is planning to raise another ₹40 lakhs to finance a major program of expansion through one of the three possible financing plans. The options are as follows: a) Entirely through equity shares of ₹100 each b) ₹15 lakhs through equity shares of ₹100 each and ₹25 lakhs by issuing 14% debentures c) ₹30 lakhs through equity shares of ₹100 each and ₹10 lakhs by issuing 15% preference shares. The company's expected EBIT is ₹11,50,000. Assuming a tax rate of 25%, which plan would you advise?

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The Stefan-Boltzmann Law states that the power intensity emitted by any object is equal to $\sigma \times T^4$, where $T$ is the temperature of the object in Kelvin and $\sigma$ is a constant of $5.67 \times 10^8$. What is the power intensity (in W/m$^2$) of radiation emitted from an object whose temperature is absolute zero (0 K)?

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What are the approximate frequencies (in cm-1 units) of the two vibrational modes of CO2 which are most responsible for the absorption of IR light? What atomic motions do these vibrations produce?

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11. For a cubic lattice with lattice constant a, prove 1/dhkl^2 = (h^2+k^2+l^2)/a^2. Calculate the d values for (110), (102), (121) planes in a cubic lattice with a = 5 Å.

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Suppose the expected loss of a portfolio is $3000 per annum and the standard deviation of a portfolio is $500 on a DAILY basis. The 99% ANNUAL VaR of this portfolio is (suppose there are 252 business days in a year and normsinv(0.99) = 2.326 ):

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3. In making a production decision, an entrepreneur a. Decides whether to enter or exit the market. b. Decides what level of output will maximize profits. c. Determines plants and equipment. d. Can change both fixed and variable inputs. 4. Which of the following best describes the efficiency results in oligopoly? a. $P > MC$ and $P = \text{minimum ATC}$ b. $P = MC$ and $P > \text{minimum ATC}$ c. $P = MC$ and $P = \text{minimum ATC}$ d. $P > MC$ and $P > \text{minimum ATC}$ Refer to the above graph of a firm in monopolistic competition. The long-run equilibrium price and output for this firm will be: a. A and C b. B and D c. A and D d. B and C 6. In the short run, the perfectly competitive firm should reduce its output to zero and shut down if a. price falls below average variable cost. b. the demand curve faced by the firm becomes horizontal. c. price falls below the marginal cost of production. d. the firm earns no positive economic profit. 7. If a monopolist increases output from 14 to 15 by lowering its price from $32 to $31, marginal revenue is: a. $1. b. $17. c. $448. d. $465.

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Response: f-Find the value of z on the left-hand cash-flow diagram that is equivalent to the right-hand cash- flow diagram? Let i=%10 per year. $2000 $1800 $1600 $1400 $1200 $1000 $800 1 2 3 4 5 6 7 8 BOY $2000 Response: 8-What is the value of P in the following cash flow diagram? 200 200 200 200 200 200 200 0 1 2 3 4 5 6 Yr i=%10 Response: (40pts) 3. Compute the effective yearly interest rate in each of these situations: a) 10% nominal interest, compounded semiannually. b) 10% nominal interest compounded weekly.

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heather j.