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alyssa gallegos

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In a football game, a receiver is standing still, having just caught a pass. Before he can move, a tackler, running at a velocity of +4.1 m/s, grabs him. The tackler holds onto the receiver, and the two move off together with a velocity of 2.1m/s. The mass of the tackler is 105 kg. (a) Assuming that the momentum is conserved, find the mass of the receiver. (b) What is the average force on the receiver if in contact for 1 second? (c) What is the average force on the tackler if in contact for 1 second? “First-year volleyball coach has lofty goals for the Panther girls”

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QUESTION B: Profitability analysis Cassidy’s Appliances (CA) makes toasters which are a popular brand because they are reliable and low cost. They are distributed through appliance wholesalers who sell to major retailers throughout BC, Alberta and Saskatchewan. CA presents the following data for the 2021 and 2022. 2022 2023 Units of toasters produced and sold 200,000 210,000 Selling price $16.00 $15.50 Direct materials (kilograms) 100,000 100,800 Direct materials costs per kilogram $8.00 $7.50 Manufacturing capacity in toasters 220,000 220,000 Total manufacturing conversion costs $1,100,000 $1,003,200 Manufacturing conversion costs (per unit of capacity) $5.00 $4.56 Selling and customer- service capacity (customers) 60 58 Total selling and customer-service costs $360,000 $362,500 Cost per customer of selling and customer-service capacity $6,000 $6,250 CA produces no defective units but it wanted to reduce direct materials usage per toaster in 2023. Manufacturing conversion costs in each year depend on production capacity defined in terms of toasters that can be produced. Selling and customer-service costs depend on the number of customers that the customer and service functions are designed to support. Neither conversion costs nor customer-service costs are affected by changes in actual volume. CA had 46 customers in 2022 and 50 customers in year 2023. The industry market size for small appliances increased 5% from 2022 to year 2023. The following questions relate to the above data 1. Which of the following is a Balanced Scorecard measure of the internal business process perspective? (there are 2 correct answers) A) return on investment B) market share in the high-end appliance market C) development time of new models of toasters D) production cycle time of a batch of toasters 2. Which of the following is a measure of the learning and growth perspective of the Balanced Scorecard? (there is 1 correct answer) A) return on investment B) market share in the high-end appliance market C) number of employees trained in quality management D) production cycle time of a batch of toasters 3. Calculate the change in operating income from 2022 to 2023. 4. Calculate the change in operating income as a result of the growth component. 5. Calculate the net increase in operating income as a result of the price-recovery component? 6. Calculate the productivity component of change in operating income.

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Question 5 1 pts Although the Supreme Court did not further define "a reasonable period of time" in which a defendant can be held as incompetent to stand trial, the term is often equated with < 6 months only enough time for another evaluation to be completed the discretion of the particular judge assigned to the case the amount time that would be served if convicted of the original crime

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I need 5,6,7,8 and 9 please 6. Evaluate the student-height- versus-same-sex-parent-height data in Table B. 7.Evaluate the shoe-size data in Table B. s. Evaluate the student-height data in Table B. 4.Evaluate the verbal SAT scores in Table A 5. Evaluate the pet-preference data in Table B. Table B Height vs Mother Prefers Shoe same-sex vS cat or Student # size* Height parent father dog 1 12 5-11 shorter shorter 2 9 5-01 taller taller 3 D 5.5 5-03 taller shorter 4 D 6 5-07 shorter shorter 5 D 6.5 5-08 taller shorter 6 C 5 5-02 taller shorter 7 D 11.5 5-02 taller shorter 8 D 8 5-09 taller shorter 9 D 9.5 5-09 taller shorter 10 D 10 5-11 shorter shorter 11 D 7.5 5-07 taller shorter 12 D 11 6-00 taller shorter 13 D 10 6-00 taller shorter 14 D 8 5-10 taller shorter 15 C 12 6-01 taller shorter D 16 11 5-10 shorter shorter D 17 8 5-09 taller shorter D 18 9 5-08 shorter shorter D 19 8 5-10 shorter shorter D 20 11 6-01 taller shorter D Converted to female size. EXERCISES 39 Categorize the student-height data in Table B into taller half and shorter half any individual on the tall-short boundary should be assigned as half a tall value and half a short value. Now categorize the shoe-size data in the same way into large versus small. Plot the large-tall. If there were no relationship between shoe size and height, how should the entries in these four groups be distributed? small-tall, large-short, and

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Why was Jamal's heart rate so high but his blood pressure was so low when he reached the hospital?

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What is the complexity of the below code? for (i = 0; i < (n / 2 + 15); i++) for (j = n; j >= 1; j /= 2) a++; Your answer: ? O(n) ? O(n²) ? O(log n) ? O(n log n) ? O(n³)

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2 problems Problem 4. Eigenvalues. Let [] (3) 1. Compute eigenvalues of A by hand. Compute the corresponding eigenvectors. You can use Matlab to compute the eigenvectors. 2. Use eig to compute the eigenvalues and eigenvectors of A. 3. Use funm to compute e and sin A. 4. Use the diagonalization A=VAV^-1 to compute e^A and sin A. 5. Use the Cayley-Hamilton theorem to compute e and sin A. Problem 5. Phase portraits. Consider the system x' = Ax, (4) where A = [3 4] [2] (5) For both systems, generate 20 random initial conditions using the Matlab function randn. For each initial condition, compute r(t) for 10 seconds and plot x on a phase-plot that is, plot x(t) vs r. Use the matrix exponential to compute r(t).

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1. The following equation is inconsistent. Use a least squares method to find the best approximate solution. $\begin{bmatrix} 1 & 2 \ 3 & 4 \ 0 & 1 \end{bmatrix} x = \begin{bmatrix} 4 \ 9 \ 2 \end{bmatrix}$ 2. Use the least squares method to find $m$ and $b$ for the line $y = mx + b$ that best fits the points $(3,3), (4,5), (5,2)$ and $(7,2)$. Point your web browser at www.desmos.com/calculator/ Plot the four points and your line. Adjust the viewing window (zoom in and out as needed) so it's clear that the parabola \"misses\" the data points, but all of the data points are on screen. Then make a screen capture and upload it with your homework submission. 3. Use the least squares method to find $a$, $b$, and $c$ for the plane $z = ax + by + c$ that best fits the points $(10,6,-1), (1,4,3), (1,-1,5), (3,7,8)$ and $(7,0,2)$.

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Electricity generated in 2015 from renewable sources TWh Q1: Bioenergy 6, Solar 5, Wind 12 Q2: Bioenergy 6, Solar 4, Wind 9 Q3: Bioenergy 6, Solar 4, Wind 7 Q4: Bioenergy 7, Solar 6, Wind 14 Electricity by source Oil: 2.7% Coal: 30.8% Gas: 24.7% Nuclear: 19.0% Renewables: 22.8% Bioenergy in 2014: 21TWh City Energy will invest 47% of their $12,700 research budget in bioenergy if it is deemed profitable, and 21% if it is not profitable. Bioenergy was deemed profitable if the electricity it generated in 2015 was at least an 18% increase from 2014.

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7. In a function that receives a value from the main function via a parameter and then displays the parameter value on the screen, that parameter is considered a. an input parameter b. an output parameter c. an input/output parameter d. a stub 8. Given the prototype of a function: void five(double x, double y, int *zp); Given the following variable declarations, which calls to five are valid? int m, n; double p, q; a. five(p, q, &n); b. five(6.2, p, &m); c. five(p, q, &m); d. five(7.1, p, &q); e. a and b only f. a, b, c, and d 9. Given the following code fragment, what is the maximum valid subscript value for array a? #define MAX 50 int a[MAX]; a. 0 b. 49 c. 50 d. a[50] e. none of the above 10. Which of the following conditions will be false (value of 0) after the execution of the code fragment below? int v[5] = {0, 0, 0, 0, 1}; int k, j; j = 3; while (j > 0) { k = j; while (k < 4) { v[k] = v[k + 1] + 2; ++k; } --j; } a. v[0] == v[4] b. v[1] == v[3] c. v[0] < v[1] d. v[1] < v[2] e. v[2] < v[3]

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