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Moving to another question will save this response. Quest Question 9 5 point: The climate control system in the office building keeps the temperature at 70 degrees Fahrenheit all day long. Instructions: identify the independent and dependent variables in this linear situation. - Write an equation that represents the linear relationship between the variables. - Use the equation to answer the question. Be prepared to show how you used the function equation to answer the question. Question: What is the temperature 7 hours after the day began? Round final answers to the nearest tenth if rounding is necessary Answer: The temperature is degrees Fahrenheit A Moving to another question will save this response Question 9 of

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A non monetary asset acquired in exchange for another non monetary asset when the exchange has commercial substance is usually recorded at

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In which type of graded potential is the membrane becoming more negative?

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Lacy needs 650 centimeters of ribbon for a project. She already has 2 m 596 mm of ribbon. How many more millimeters of ribbon does Lacy need?

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Suppose in a certain year, a country's exports of good and services are 400, imports of good and services are 400, net primary income is 0, net unilateral transfer received is 200, the domestic investment I is 200, private savings S is 150, and government expenditure G is 400. What is the level of government tax? A. 400 B. 150 C. 50 D. 650

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- 16 Find the exact area in the first quadrant between the curve $ y=\frac{1}{x} $, the $ x $-axis and the lines $ y=x $ and $ x=2 $.

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Problem @Develope the weak form for the strong form:-\\ $\frac{d^2u}{dx^2} + 2\sin(x) = 0$ , $u(0) = 1$ \\ Obtain the solution to the developed weak form by using trial solutions and weight function of the form: $u(x) = a_0 + a_1x$ $w(x) = B_0 + B_1x$ Hint:- Let's solve this problem step by step 1 First, find the weak form. In this step you don't need to replace for u and w $\int_0^2 AE \frac{dw}{dx}\frac{du}{dx}dx - \int_0^2 wAxdx - 10(wA)_{x=2} = 0$ $w(x) with w(0) = 0$. 2 Instead you should find a general integral equation Containing u and w like this. 3 In the second step, you should find $a_0, B_0$ based on boundary conditions 4 In the thind step replace for u and w in the integral equation and continue solution, please

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A normal population has mean µ = 54 and standard deviation ? = 13. Find the value that has 40% of the population above it. Round the answer to at least one decimal place. The value that has 40% of the population above it is

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Diluting 65 μl of a 0.154 M sodium chloride solution with 65 μl of water results in a dilution with a sodium chloride concentration of...0.154 mol/L, 0.077 mol/L, 0.139 M, 0.007 mol/L, none of the above.

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Choice question (5×4=20) 1. The orderly use of resources allocation strategy can destroy the condition ( ) to avoid deadlock. A. Mutual exclusive C. No preemption B. Hold and wait D. Circular wait 2. The main disadvantage of batch system is () A. CPU utilization is low C. Lack of interaction B. Can not concurrent D. Low degree of automation 3. There are four jobs arrived at the same time and the execution time of each job is 2h. Now they run on one processor at single channel, then the average turnaround time is () A.1h B.5h C.2.5h D.8h 4. Among the job scheduling algorithms, ( ) is related to the job's estimated running time. A. FCFS scheduling algorithm B. Short-job-first scheduling algorithm C. High response ratio algorithm D. Balanced scheduling 5. A computer system is configured with two plotters and three printers in order to properly drive these devices system should provide ( ) device driver program. A.5 B.3 C. 2 D. 1

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christopher c.