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nicholas miller

nicholas m.

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A ferris wheel has a diameter of approximately 70 meters. The wheel rotates once every 30 minutes. Find the linear speed at the outer edge of the ferris wheel in meters per hour.

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(4) Consider \(f(z) = \frac{(z^2 - 4)(z^2 - z - 12)}{(z^2 - 5z + 6)(z^2 - 9)^3}\) (a) What are the singularities of f? (b) Use Theorem 2 to determine which ones of singularities are poles?

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A time draft payable to a seller of goods with payment guaranteed by a bank is a A. negotiable CD B. repurchase agreement. C. commercial paper security D. T Ebanker's acceptance

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y(n) - 0.6y(n-1) + 0.08y(n-2) = x(n) Find impulse response of system using DTFT. Ans: h(n) = 2(0.4)^n - (0.2)^n u(n) Course Book Digital Signal Processing Haysen H. HAYES

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A research vessel is mapping the bottom of the ocean using sonar. It emits a short sound pulse called "ping" downward. The frequency of the sound is 5920 Hz. In water sound propagates at a speed of 1477 m/s. The sound pulse is then reflected back from the bottom of the ocean and it is detected by the vessel 8.41 s after it was emitted. How deep is the ocean just below the vessel? Tries 0/99 What is the wavelength of this sound wave? Tries 0/99

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Consider an uninsulated wire with a diameter of 1 mm generates electrical heating at the rate of 2 W/m^2 when it hangs in air. The temperature difference between the wire and the ambient air is 25°C. To cover the wire with an electrical insulation, the thermal engineers consider using a plastic sleeve with an outer diameter of 2 mm and the thermal conductivity of 0.15 W/m.°C. 1) Will the electrical insulation of the plastic sleeve act as a thermal insulation as well? 2) When the wire is wrapped by the plastic sleeve, what will be the temperature difference between the wire and the ambient air?

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add integer in a specified range and the user (the player) has to guess the number. The Write a "Guess My Number Game" program. The program generates a random program allows the user to play as many times as he/she would like; at the conclusion of each game, the program asks whether the player wants to play again. The basic algorithm is as follows. 1. The program starts by printing instructions on the screen. 2. For every game: ? the program generates a new random integer in the range from MIN to MAX. ? Treat MIN and MAX like constants; start by initializing them to 1 and 100 ? loop to prompt the player for a guess until the player correctly guesses the integer ? for each guess, the program prints whether the player's guess was too low, too high, or correct. At the conclusion (when the integer has been guessed): ? print the total number of guesses for that game. ? print a message regarding how well the player did in that game (e.g., the player took way too long to guess the number, the player was awesome, etc.); to do this, you will have to decide on ranges for your messages and give a rationale for your decision in a comment in the program. 3. After all games have been played, print a summary showing the average number of guesses.

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Problem 2 Consider an amplifier operating from -10v to +10v power supply as shown in Figure P2. 1- Calculate the following to the model shown. a) $V_{4k}$ b) $V_{10k}$ c) $V_o$

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QUESTION 2 Why is M2 always higher than M1? Consumers and households prefer M2 to M1 M2 can be used more places to buy goods and services M2 includes all of M1 plus other types of deposits and short-term savings All of the above None of the above QUESTION 3 M1 (LINE 1) is smaller than the part of M2 that is not in M1 (LINE 3)? True False QUESTION 4 Which of the following statements best describes the relationship between M1 (LINE 1) and the part of M2 that is not in M1 (LINE 3) They were about the same in 1959 but M1 was much smallerl by 2019 M1 is always smaller M1 is always larger They have always been about the same M1 was much larger in 1959 but they were about the same by 2019

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Good day, I need some help with these 5 questions. Below are the questions and a direct link to the CAFR that has to be used to answer those questions: 12. Describe the main sources of revenue for (1) the governmental activities and (2) the business-type activities of the government entity. Where in the CAFR can this information be located? 13. What is the accounting basis for recognizing revenues? How can the reader determine this basis? 14. Does the government entity report deferred or unearned revenues, deferred outflows of resources, or deferred inflows of resources? What are they? 15. Does the government collect revenue from property taxes? What is the property tax rate, when are property taxes due, and when do penalties and interest accrue? 16. What are the ending fund balances by category for each of the major funds presented? Direct Link: http://www.daytonohio.gov/DocumentCenter/Home/View/1901

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