Numerade

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Write the following decimal in scientific notation. To trigger the exponential, type the letter "x" or "e" in the numeric entry box below. 0.000000009485 grams = grams Part 2 (1 point) See Hint Convert 0.000000009485 grams to the appropriate unit prefix (spelled out, not abbreviated). 0.000000009485 grams =9.485 grams

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A student performed a Kirby-Bauer test and measured the diameter of the zone of inhibition for antibiotic X on both a Staphylococcus aureus (Gram positive) plate, and an Escherichia coli (Gram negative) plate. They found no zone of inhibition on the S. aureus plate, but the diameter of the zone of inhibition was greater than the standard threshold for the E. coli plate. For E. coli, is antibiotic X effective or ineffective? effective ineffective

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Sometimes a child gets a reward after reading for ten minutes, sometimes he gets a reward after reading for fifteen minutes, and other times he gets a reward after reading for twenty minutes. He never knows how much time he needs to read before getting a reward! This is an example of which kind of partial reinforcement schedule? O variable ratio O variable interval O fixed interval O fixed ratio Corrected text: Sometimes a child gets a reward after reading for ten minutes, sometimes he gets a reward after reading for fifteen minutes, and other times he gets a reward after reading for twenty minutes. He never knows how much time he needs to read before getting a reward! This is an example of which kind of partial reinforcement schedule? - variable ratio - variable interval - fixed interval - fixed ratio

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Transversion

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Problem 4 (20 pt) One side of a metal plate is in contact with a heat sink of constant temperature $T_0$. Initially the temperature throughout the plate is equal to that of the heat sink. Then electric current is passed through the plate, which results in internal heat generation $\dot{q}$. Concurrently, air with ambient temperature $T_\infty$ was blown on the other side of the plate (see figure below). For this scenario, determine the following: (a) Write down the appropriate form of the heat equation (b) Apply appropriate boundary and initial conditions (c) Sketch the steady state temperature distribution within the plate before and after the electric current is turned on (assuming that $T_\infty > T_0$)

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A particular professor has noticed that the number of people, P, who complain about his attitude is dependent on the number of cups of coffee, $n$, he drinks. From eight days of tracking he compiled the following data: \begin{tabular}{|l|c|c|c|c|c|c|c|c|} \hline People (P) & 12 & 8 & 8 & 6 & 7 & 4 & 4 & 4 \\ \hline Cups of coffee ($n$) & 1 & 2 & 2 & 3 & 3 & 4 & 5 & 5 \\ \hline \end{tabular} Unless otherwise stated, you can round values to two decimal places. a) Using regression to find a linear equation for $P(n)$ $P(n) = $ b) Find the correlation coefficient $r = $ c) Does the correlation coefficient indicate a strong linear trend, a weak linear trend, or no linear trend?

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In comparing alternatives I and J in the table below, by the present worth method, the value of n that must be used in 11,000P/A for alternative I is Life.years. The interest rate is 15% per year. Salvage value, S Annual expenses, S per year Annual income, $ per year Initial cost, S 25,000 -9,000 20,000 -150,000 35,000 -14,000 40,000 -250,000 Alternative I Alternative J

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• List and describe the basic components of a cooling tower. • Describe the principles of heat transfer in a cooling tower system. • Describe the relationship between heat exchangers and a cooling tower. Types of Cooling Tower : • Explain how an atmospheric cooling tower operates. • Explain how a natural-draft cooling tower operates. • Explain how a forced-draft cooling tower operates. • Explain how an induced-draft cooling tower operates. • Illustrate crossflow and counterflow in a cooling tower. • Describe the characteristics of water that cause problems with water-cooling systems.

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1. Determine whether the differential equation of motion is linear or nonlinear. Note that $ \dot{x} = dx(t)/dt $. If the differential equation is nonlinear, circle the nonlinear term. If the differential is linear, determine whether the system is LTI. 1.1 $ \ddot{x} + 3\dot{x} = cos \ x $ Linear or Nonlinear. If nonlinear, list nonlinear terms. If linear, LTI or not LTI 1.2 $ \ddot{x} + \dot{x} = t^2 $ Linear or Nonlinear. If nonlinear, list nonlinear terms. If linear, LTI or not LTI. 1.3 $ \ddot{x} + cos \ x = 0 $ Linear or Nonlinear. If nonlinear, list nonlinear terms. If linear, LTI or not LTI. 1.4 $ \ddot{x} + cost = 0 $ Linear or Nonlinear. If nonlinear, list nonlinear terms. If linear, LTI or not LTI.

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On November 1, 2019, Pop's Burgers signed a $900,000, 3%, six-month note payable with the amount borrowed plus accrued interest due six months later on May 1, 2020. The appropriate adjusting entry was recorded on Dec 31. On May 1, 2020 what is the appropriate journal entry for the repayment of the note payable? Note Payable Interest Expense A. Interest Payable Cash Note Payable Interest Expense B. Interest Payable Cash Note Payable Interest Expense OC. Interest Payable Cash Note Payable OD. Interest Expense Cash $930,000 $11,250 $2,250 $913,500 $900,000 $9,000 $4,500 $913,500 $900,000 $9,000 $4,500 $904,500 $900,000 $13,500 $913,500

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sarah b.