Numerade

Questions asked

BEST MATCH

Lawrence Kohlberg is a developmental psychologist who defines moral development in various levels and stages. Research Kohlberg and briefly explain his stages of moral development.

View Answer

BEST MATCH

$ x d t-t d x=2 x^{2} t^{2} d t ; y(1)=-2 $

View Answer

BEST MATCH

10. Assign R or S configuration to each stereocenter in the following molecules: (12 points) (a) (b) (c) (d) COOH HO H Br HCH$_3$ CH$_3$ Br H HNH$_2$ H$_3$C H$_2$NCH$_3$ H OH H CH$_3$ CH$_3$ OH H

View Answer

BEST MATCH

Suppose Honest Rob's Used Cars buys a used car for $2000 and, using its salespeople and car lot, resells it for $3000. The result of Honest Rob's transactions is to

View Answer

BEST MATCH

13 The purchase of $123,000 of equipment by issuing a note would be reported: Multiple Choice as a $123,000 operating inflow, and a $123,000 financing outflow. as a $123,000 investing inflow, and a $123,000 financing outflow. as a $123,000 investing outflow, and a $123,000 financing inflow. In a supplementary schedule.

View Answer

BEST MATCH

d. The % water is variable in air. Give an example of a geographical location where the percentage of water would be low. d. The % water is variable in air. Give an example of a geographical location where the percentage of water would be low.

View Answer

BEST MATCH

1200 particles are to be distributed among three energy levels with energies $\epsilon_1$, $\epsilon_2$, and $\epsilon_3$: $\epsilon_1 = 1$ eV, $\epsilon_2 = 2$ eV, and $\epsilon_3 = 3$ eV. The total energy of the system is fixed at 2400 eV and each possible microstate is equally probable. (a) Assume that the particles are distinguishable. What is the number of microstates? Express your result in terms of $N_1$, where $N_1$ denotes the number of particles in the energy level $\epsilon_1$. What is the most probable value of $N_1$? (b) Assume that the particles are identical bosons (quantum particles that are described by a fully symmetric many-body wave function). What is the number of microstates? What is the most probable value of $N_1$? Note, even though part (b) mentions the many-body wave function, there is no need to explicitly construct wave functions to answer the questions.

View Answer

BEST MATCH

Problem 3. Cantelli's inequality says that if $X$ is a random variable with mean $\mu$ and standard deviation $\sigma$ then $$P(X - \mu \ge a) \le \frac{\sigma^2}{\sigma^2 + a^2}$$ Assume that your grade for this class is a random variable $X$ with $\mu = 80$ and $\sigma = 10$. Use Cantelli's inequality to find an upper bound for $$P(X \ge 90)$$

View Answer

BEST MATCH

Q.2) Fill blanks with suitable word or sentence: 1. and are different forms of information. 2. In Ring Topology, the links are ; that is, data are transmitted in direction only and all are oriented in the same way. 3. The defines the maximum bit rate of a noiseless channel. 4. As the data packet moves from the lower to the upper layers, headers are 5. An unauthorized user is a network issue. 6. Control is a technique for speed-matching of transmitter and receiver. 7. media transport electromagnetic waves without the use of a physical conductor. 8. The host-to-host delivery of the entire message is the responsibility of the layer. 9. Transit time and response time measure the of a network.

View Answer

BEST MATCH

Table 2 Projected Cash Flow Statements (In Millions) Year 1 Year 2 Year 3 Year 4 Year 5 Sales $20 $53 $102 $117 $129 Cost of goods sold 10 26 51 59 65 Gross margin $10 $27 $51 $58 $ 64 General/administrative expenses 5 10 19 23 25 Debt service requirements 5 5 5 5 10 Pre-tax earnings $0 $12 $27 $ 30 $ 29 Taxes 0 5 12 13 14 Net income $0 $7 $ 15 $ 17 $ 15 Depreciation/amortization 2 6 6 6 6 Terminal value 116 Net cash flow $2 $13 $21 $23 $137 Notes: (a) Depreciation/amortization expense is included in the cost of goods sold, yet it is a noncash charge. Thus, it must be added back to net income to obtain the net cash flow in each year. (b) The terminal value is the present value, as of the end of Year 5, of the equity cash flows that are expected to occur after Year 5. This value was obtained by assuming 10 percent annual growth in equity cash flows after Year 5 and a cost of equity of 30 percent: Terminal value = \frac{$21(1.10)}{0.30 - 0.10} = $116.

View Answer

adam g.