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Hint(s) Check My Work Alexa is the popular virtual assistant developed by Amaron. Alexa interacts eth users using anflual intellgence and wice recogntion. It can be used to perform daily tasks such as making to-de lists, reporting the news and weather, and interacting with ofter smat devices in the home. In avis, the Amazon Alexa app was doenlosded seme 2 , sot times per day from the Google Ploy store (Applrain metsite). Assume that the number downicate per der of the Amazon Alexa app is normally distributed with a mean of 2,800 and standard devision of 800. a. What is the probability there are 2,000 or fewer downisads of Amaron Alexa in a day (7a 4 decimals)? ◻ b. What is the probability there are between. 1,500 and 2,500 downloads of Amaros Alesa in a dier (iv 4 decimale)? ◻ c. What is the probability there are more than 3,000 downisads of Amaron Aima in stary (is 4 decrain)? ◻ whole namber)? ◻ domniaads per day

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Question 3 (Select all the apply) Linoleic acid (or 18:2ω6) has double bond(s) at the: Carbon 12 Carbon 6 Carbon 9 ☐ Carbon 15 Question 4 atty acids could consist of a

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If the prorated method is used to dispose of overapplied or underapplied overhead, then the balance is transferred to: Cost of Goods Sold. Finished Goods Inventory. Work-in-Process Inventory. all of the above.

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Construct the schedule when the NPCS protocol is applied to control the access to resources. Explain the schedule step by step.

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draw the major products of the following reactions: 6. \ $C_2$ $AlCl_3$ 7. \ $SO_3$ $H_2SO_4$

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4.[ Graded] Assume that utility is given by $U(x, y) = x^\alpha y^\beta$ (a) Use uncompensated demand functions to compute the indirect utility function and the expenditure function for this case. (b) Use the expenditure function calculated in part (a) together with Shephard's lemma to compute the compensated demand function for good x. (c) Use the results from part (b) together with the uncompensated demand function for good x to show that the Slutsky equation holds for this case.

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(e.) Place D. Environment 21. HIV is a $ \qquad $ A. Lentivirus B. Capripoxvirus C. Gallivirus

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5-25 Electric power is to be generated by installing a hydraulic turbine-generator at a site 110 m below the free surface of a large water reservoir that can supply water steadily at a rate of $ 900 \mathrm{~kg} / \mathrm{s} $. If the mechanical power output of the turbine is 800 kW and the electric power generation is 750 kW , determine the turbine efficiency and the combined turbinegenerator efficiency of this plant. Neglect losses in the pipes.

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Find the unique reduced row-echelon matrix that is row-equivalent to the matrix provided. a. [[2,1,1,3],[1,1,1,0],[0,1,2,1]] b. [[2,3,3,3],[6,6,12,13],[12,9,1,2]] 3 Solve the system using Gauss-Jordan elimination. a. 2w+2x+y=6 w+3x+4y=5 w+5x+2y=3 Find all values of λ (the Greek letter lambda) such that the homogeneous system of linear equations will have nontrivial solutions. a. (λ-3)x+y=0 x+(λ+4)y=0 7 Consider the matrix 2. Find the unique reduced row-echelon matrix that is row-equivalent to the matrix provided 12 1 1 3] 2 3 3 3 1 1 0 b. 6 6 12 13 0 1 2 T 12 6 1 2 3 Solve the system using Gauss-Jordan elimination 2w+2ry=6 w+3x+4y=5 y+2z=3 w+5x+2y=3 4. Find all values of λ (the Greek letter lambda) such that the homogeneous system of linear equations will have nontrivial solutions 31y=0 x+4y=0 x+5y=0 rtXy=0 5 Consider the matrix

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es 5.500 .00 in the bank for 5 years at a rate of 12%6. How much interest will he end of the five years?

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andre f.