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3 su25 Ch 1 3rd lect Using Lewis structures and formal charge, which of the following ions is most stable? OCN$^{-}$ ONC$^{-}$ NOC$^{-}$ A) OCN$^{-}$ B) ONC$^{-}$ C) NOC$^{-}$ D) None of these ions are stable according to Lewis theory. E) All of these compounds are equally stable according to Lewis theory. MacBook Air

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In 1985, the number of Egyptian geese observed was 259. Starting with this as an initial population size, N0 = 259 and using the value of r that your calculated in Method A, use the exponential growth equation to project numbers of geese in year 1994. Since that date is nine years later, use t = 9 in that equation. Does the calculated number approximate the number actually observed in 1994? Explain any discrepancies you encounter.

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Write a program that takes input a list of numbers from the user, prints first unordered list and then the ordered list. Commented [AU23]: a. Program should first ask the total numbers the user want to enter. As an example, user entered 5. b. Program then takes 5 numbers as input in a sequence i.e., one after another. c. Program then prints two lists. i. First list is the exact sequence in which user entered the numbers. ii. Second list is the sorted list in increasing order from the smallest to largest. This can be achieved by using ordered insertion while user inputs the number. d. You are required to create a function that sorts the list using ordered insertion. Ensure it has required input and output parameters. For example, if user entered 5 and input the following numbers 5,3,6,8,7. Program should print: User sequence: 53678 Sorted sequence: 35678

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How does the Triangular Theory of Love created by Sternberg (1986) define love? Group of answer choices Love is static and doesn’t change. Love can be experienced in several different types within the same relationship. Love relationships consist of two interconnected components: intimacy and passion. Love relationships are conceptualized into 7 different types.

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S -> A A -> a A A -> B B -> a B B -> a Fortheinputstring:aaandgiventheCFG, is the grammar ambiguous? Yes No Explain and show example:

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Suppose the government imposes a $2 tax on this market. Refer to Figure 6-14. Suppose D1represents the demand curve for gasoline in both the short run and long run, S1represents the supply curve for gasoline in the short run, and S2represents the supply curve for gasoline in the long run. After the imposition of the $2 tax, the price paid by buyers will be Figure 6-14 PRICE 10 D2 S1 9 8 7 6 5 4 3 2 1 1 2 3 4 5 6 7 8 9 10 QUANTITY a. Higher in the long run than in the short run b. Equivalent in the short run and the long run

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a) Create two different vectors of the same length and add them. b) Now subtract them. c) Perform element-by-element multiplication on them. d) Perform element-by-element division on them. e) Raise one of the vectors to the second power. f) Create a 3 \times 3 matrix and display the first row of and the second column on the screen.

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If $v(t)$ is 5 V and $i(t) = -2$ A in the diagram below, the power supplied by the box is: 10 W. -10 W.

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MATLAB CODE: Find the slope and y-intercept of the best fit line to the data set. x=[1 2 2 3 5 7 11 13] y=[1 2 6 6 9 17 23 27]

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Roberts Inc. has provided the following data concerning one of the products in its standard cost system. Variable manufacturing overhead is applied to products on the basis of direct labor-hours. Inputs Standard Quantity or Hours per Unit of Output Standard Price or Rate Direct materials 8.3 ounces $ 6.40 per ounce Direct labor 0.7 hours $ 22.80 per hour Variable manufacturing overhead 0.7 hours $ 4.70 per hour The company has reported the following actual results for the product for June: Actual output 5,900 units Raw materials purchased 54,560 ounces Actual cost of raw materials purchased $ 298,530 Raw materials used in production 48,980 ounces Actual direct labor-hours 3,890 hours Actual direct labor cost $ 91,060 Actual variable overhead cost $ 17,630 Required: a. Compute the materials price variance for June. b. Compute the materials quantity variance for June. c. Compute the labor rate variance for June. d. Compute the labor efficiency variance for June. e. Compute the variable overhead rate variance for June. f. Compute the variable overhead efficiency variance for June.

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vincent c.