Numerade

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Question 3 Complex emotions like jealousy, grief, or depression are BEST explained by _______ the Cannon-Bard theory the James-Lange theory Schachter's two-factor theory the facial feedback hypothesis 1 pts

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Create a program that determines the cost of a cell phone bill by multiplying the number of minutes used in a month by 10 cents (0.10). The number of minutes cannot be negative and if a negative number is entered the user should be informed that there is an error. If the user enters more than 1000 minutes then they are charged an additional fee of 5 dollars. The program should display the number of minutes and the total cost only if number of minutes is not negative. Your program should use meaningful variables and the style of those names should follow the style presented in the class. You should also use constants when appropriate. Inputs should be restricted to a type that is appropriate for this program. The program should only display output that is listed in the requirements. Failure to follow these directions or the requirements listed above can result in the loss of points for this question. Partial credit can be earned by completing parts of the program correctly. You can refer to examples above.

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Part 3 - Questions 1. If we recorded muscle activity (EMG) during fatiguing exercises, what would we expect to see during submaximal and maximal muscle contractions? Using the muscle recruitment principles explain why the muscle activity would be different between submaximal and maximal muscle contractions.

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Describe the factors to consider when promoting effective communication like the individuals ability levels, disabilities, cognitive learning, preferences and are you able to meet them and the environment and resubmit

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12. The marginal utility of a good (e.g., ice cream) declines with increases in the consumption of that good. This phenomenon is referred to as the

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Determine the Z-Transform of the following functions (k<7): $r(k) = \begin{cases} 2 & \text{if } k \ge 0 \\ 0 & \text{if } k < 0 \end{cases}$; $f(k) = \begin{cases} 3 & \text{if } k \ge 2 \\ 0 & \text{if } k < 2 \end{cases}$; $g(k) = \begin{cases} (0.4)^k & \text{if } k \ge 3 \\ 0 & \text{if } k < 3 \end{cases}$

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Price and cost (dollars) 1,000 900 MC A 800 700 B D 600 C 500 D 400 300 200 100 MR 0 1,000 2,000 3,000 4,000 5,000 Quantity If the market in the figure above is a monopoly that maximizes its profit and charges every consumer the same price for each unit of output the consumer buys, the consumer surplus is equal to 8) A) area A. B) area B. C) area C. D) area D. 9) A firm that faces a high-demand period followed by a low-demand period must determine all of the following for peak-load pricing except which one? 9) A) short-term peak price C) short-term off-peak price B) long-term peak quantity D) long-run capacity 10) If Angelo's Pizza Restaurant has a constant marginal cost of $50 for each additional table in the restaurant and a constant marginal cost of $12 for operating each additional table, what is Angelo's long-run marginal cost per table? 10) A) $62 B) $50 C) $38 D) $12 11) In peak-load pricing, the capacity decision is determined by setting marginal revenue equal to long-run cost. 11) A) peak; marginal B) off-peak; marginal C) peak; average fixed D) off-peak; average fixed

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3 ???? to join or connect two shafts in such a way that when both the shafts rotate, they act as one unit and transmit power from one shaft to the other. Suggest the names of the mechanical elements needed to join each case (A,B,C A = B (A) (B) (C) A B

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Identify each parameterized surface: (a) \overrightarrow{r}(u,v) = \langle v \cos u, v \sin u, 4v \rangle \text{ for } 0 \le u \le \pi \text{ and } 0 \le v \le 3 (b) \overrightarrow{r}(u,v) = \langle u, v, 2u + 3v - 1 \rangle \text{ for } 1 \le u \le 3 \text{ and } 2 \le v \le 4

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Exercise 5-6 Prove that the following sentences are theorems. please help with 1,5,7,9 (1) A ⊃ (A ∨ B) (5)(A ∨ B) ⊃ [C ⊃ (A ∨ B)] (7) (A ∨ B) ⊃ [(A ⊃ B) ∨ (B ⊃ A)] (9) (A ⊃ B) ≡ (∼ B ⊃ ∼ A)

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carla s.