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An electric power distributor charges residential customers $0.11 per kilowatt-hour (kWh). The company advertises that "green power" is available in 140 kWh blocks for an additional $3.75 per month. (Green power is generated from solar, wind power, and methane sources.) a. If a certain customer uses an average of 390 kWh per month and commits to one monthly 140 kWh block of green power, what is her annual power bill? b. What is the average cost per kWh with green power during the year? c. Why does green power cost more than conventional power? a. The annual power bill is $ [ ] (Round to the nearest dollar.)

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The graph of the $y = f(x)$ is given below. (Click on a graph to enlarge it.) For each of the following, give an $x$-coordinate that satisfies the condition. a. The derivative of the function is positive: $x =$ b. The value of the function is positive: $x=$ c. The derivative of the function is largest: $x=$ d. The derivative of the function is zero: $x=$ e. The derivative of the function is approximately the same as the derivative at $x = 1.25$ (distinct from $x = 1.25$):

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Depository institutions do not include: thrifts All of the above A and B only Banks finance companies

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Give me an example for Solutions Neutral functions in modern system architecture

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3. The random variables $X_1, X_2, ..., X_{60}$ are iid and follow a Geometric($\theta$) distribution. (i) Show that the likelihood ratio test of $H_0: \theta = 0.50$ vs $H_1: \theta = 0.80$ rejects $H_0$ when $\sum_{i=1}^{60} x_i \le C$ for some $C \in \mathbb{R}$. (ii) Using the central limit theorem, find an approximate value of C for the test in (i) at $\alpha = 0.10.$

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> mean(BWT) [1] 122.22 > sd(BWT) [1] 15.37197 Note: Since the population standard deviation $\sigma$ is unknown, use the sample standard deviation, $s$ (given above), in its place. a) [3] Using this information, construct a 95% confidence interval for the mean BWT. b) [1] What is the margin of error from the interval you calculated above? c) [2] Will a 90% confidence interval for the mean BWT be wider or narrower than the interval you calculated in (a)? Why? You can answer the question either by calculating the 90% confidence interval or looking at what changes in the formula with a 90% confidence level. d) [2] Based on the information provided above, do the assumptions necessary for constructing the confidence interval appear to be met?

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Texts: An out-of-control satellite is approaching the Earth and is currently located at r = 15,000 km with a velocity v = 6.43 km/s. The eccentricity of the orbit is e = 0.825. (a) Calculate the flight path angle, Φ, at this instant. (b) Find the velocity and flight path angle when it reaches the edge of the atmosphere (assume an altitude of 110 km). (c) Prove that the satellite collides with the Earth and find its velocity at collision. Assume that the atmosphere does not exist, and therefore, the satellite does not disintegrate upon reentry.

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Which income statement format is most useful to investors, creditors, government regulators, and the public (including groups representing employees)? Why? Which income statement format is most useful to company managers and officials? Why?

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Graph the function by first finding the relative extrema. g(x) = 3x\textsuperscript{4} - 8x\textsuperscript{3}

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Calculate both the impulse and step response (in the time domain) for a system with the transfer function: $H(s) = \frac{5s + 10}{s^2 + 6s + 8}$

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mitchell h.