Numerade

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llison drove home at 62 mph, but her brother Austin, who left at the same time, could drive at only 48 mph. When Allison arrived, Austin still had 42 miles to go. How far did Allison drive? miles

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If the producd price is 10 the average varibale cost is 8 per unot snd the total fixed costs are 120 what is rhr breakeven point using the accounting view

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How can government policies shift the aggregate demand curve to the right? ANSWER Unselected By increasing government purchases Unselected By increasing personal income taxes Unselected By decreasing government purchases Unselected I DON'T KNOW YET

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Complete this program in MATLAB. Call function Header. This function will display your team number and your name. From the main, ask the user to enter the name of a data file. Check whether the file name exists and continue checking indefinitely until the user provides a correct file name. After loading the data file, check whether the file is either a 2 by x or an x by 2 matrix (check whether the data is stored in either rows or columns). Your code should work whether data are stored in rows or in columns. Create variables with the x and y data. Instructions for data files are provided below. Call function Plotting. This function will plot the x - y values with the symbol and color of your choice. The function should ask the user to provide a title and x and y axis labels for this particular plot. These user inputs should display in the plot. Enter a pause (type help pause in the command window to learn more about this) in the program so the user can view the output of the plot, then, within the same Plotting function, use a menu to ask the user to select how they... The user's menu selection should be returned to the main. Depending on what the user selects, the program will call one of the following functions from the main (use a switch case): - "LinearFit": Use the polyfit command to find the coefficients of the equation. Plot the original data points using one color and the line of best fit using another color (you will need to calculate a new array of y points - do not use polyval for this), on the same plot. The title should be "Linear Fit". Display the equation of the line on this plot. Find the largest absolute error, and the x location associated with this error. These values should then be displayed from the main, as follows: "The largest absolute error is [value] and the x location is [value]". Calculate the r-squared value and display it on the plot. Ask the user if they would like to find the estimated y for a given x. Error check so that the user is only able to answer 'y' or 'n'. Keep asking indefinitely until the user provides a valid response. Do not use a menu. If the user desires to estimate y, then ask the user to provide a value for x. Calculate the y estimate by plugging in the user-provided x into the equation for the line of best fit (do not use polyval). From the function, display the estimate to the screen as follows: "The estimate of y for x=[user-provided value] is [estimate of y]". - PolynomialFit: Use the polyfit command to find the coefficients of the equation. Ask the user the order of polynomial they would like, and make sure it is between 2 and 10 (error check and ask indefinitely until a correct number is entered). Plot the original data points using one color and the line of best fit using another color (you will need to calculate a new array of y points, and you can use polyval, on the same plot. The program should use at least 300 data points to plot the curve and the program should be capable of starting the curve at the smallest and largest x coordinate without user input. The title should be "Polynomial Fit". Find the largest absolute error, and the x location associated with this error. These values should then be displayed from the main, as follows: "The largest absolute error is [value] and the x location is [value]". Calculate the r-squared value and display it on the plot. Ask the user if they would like to find the estimated y for a given x. Error check so that the user is only able to answer 'y' or 'n'. Keep asking indefinitely until the user provides a valid response. Do not use a menu. If the user desires to estimate y, then ask the user to provide a value for x. Calculate the y estimate by plugging in the user-provided x into the equation for the line of best fit (you can use polyval). From the function, display the estimate to the screen as follows: "The estimate of y for x=[user-provided value] is [estimate of y]". In the main, ask the user if they would like to enter a new set of data without ending the program. Make sure the script...

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2. The supervision of banks includes: O A. Requiring bank officers to attend classes on a regular basis O B. On-site examinations of the bank O C. Background checks on the bank officers O D. Requiring the bank to file monthly reports on it's revenues, expenses and profits 2.The supervision of banks includes: @ A.Requiring bank officers to attend classes on a regular basis OB.On-site examinations of the bank C.Background checks on the bank officers @ D.Requiring the bank to file monthly reports on it's revenues,expenses and profits

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(2) (a) Prove that $2+i$, $4-2i$ are relatively prime by performing the Euclidean algorithm. In other words, show that the last nonzero remainder is a unit. (b) Find $x, y \in \mathbb{Z}[i]$ such that $(2+i)x + (4-2i)y = 1.$

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Question 24 Are humans "designed" by nature for monogamy? Support your argument with research findings discussed in class.

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The peak at 4.3 is most likely due to: Integral 2 3 2 10 9 8 7 6 5 4 3 2 1 0 ppm A-CH$_2$CH$_2$- group A-CH$_2$- next to a carbonyl A-OCH$_2$- next to a -CH$_3$ A methyl group next to a carbonyl

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1. (15 points) Suppose consumer's utility function is: $U = (x_1 - x)x_2^{\frac{1}{2}}, x > 0$ p? and p? are prices, W is income level, find out: 1) Is this utility function homogeneous or homothetic? 2) Under utility maximization framework, derive Walrasian demand for good 1 and 2, show me indirect utility function? 3) Under expenditure minimization framework, derive Hicksian demand for good 1 and 2, show me expenditure function? 4) Derive income elasticity of demand for good 1 and 2?

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Answer the following questions. \text{a. If we need to measure water flow rate in the pipe...} \text{select} \text{b. Explain how to measure} \text{c. If we need to measure} 12. Consider Figure 2000 PSI 1800 PSI 200 PSI -5 PSI PUMP MOTOR $Q = 100$ GPM Motor speed is 1000 rpm. Figure (a) For motor with $\eta_m = 95\%$, determine volumetric displacement of this motor. (b) For motor with $\eta_m = 87\%$, determine torque generated by the motor. (c) Determine the motor output horse power. (d) Determine the power loss in the pipe between pump outlet and motor inlet. 13. Consider Figure, cylinder diameter is 8 in, rod diameter is 1.5 in. $P_4$ 1500 PSI $P_2$ 2000 PSI $P_3$ 1800 PSI -5 PSI PUMP $Q = 100$ GPM Figure F a) Find maximum value of F. b) Find piston velocity during the extending stroke. c) Find cylinder horse power during the extending stroke. d) If leakage is 12 GPM between cylinder and piston. Find piston velocity and cylinder horse power during the extension stroke. e) If load F is reduced what are pressure $P_2$, $P_3$, and $P_4$? (explain)

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gary s.