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What should you do to avoid colliding with another vessel? A Keep a proper lookout for other vessels at all times. B Motor through congested areas as quickly as possible. C Maintain your course and speed when overtaking another vessel. D Do not change direction when approaching a vessel crossing your path.

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For Bourdieu, social arenas within which struggles between actors and social classes occur is/are referred to as:

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Country Day's scholarship fund receives a gift of $ 150000. The money is invested in stocks, bonds, and CDs. CDs pay 4.5 % interest, bonds pay 4.6 % interest, and stocks pay 9.5 % interest. Country day invests $ 35000 more in bonds than in CDs. If the annual income from the investments is $ 9565 , how much was invested in each vehicle

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Which patient can safely receive metoprolol tartrate? A patient with sinus bradycardia A patient with an atrioventricular block A patient in acute heart failure A patient with elevated serum reninlevels

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Which of the following redox reactions will be spontaneous under standard biological conditions? Select all that apply. You will need to use Table 14.1 in the textbook to solve the problem. lactate \iff H$_2$ + pyruvate NAD$^+$ + H$^+$ + 2cyt a (Fe$^{2+}$) \iff NADH + 2cyt a (Fe$^{3+}$) NADH + NO$_3^-$ + H$^+$ \iff NAD$^+$ + NO$_2^-$ + H$_2$O 1/2O$_2$ + succinate \iff H$_2$O + fumarate NADH + 2cyt a (Fe$^{3+}$) \iff NAD$^+$ + H$^+$ + 2cyt a (Fe$^{2+}$)

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In Problems 11, 12, 13, and 14, $y = c_1e^x + c_2e^{-x}$ is a two-parameter family of solutions of the second-order DE $y'' - y = 0$. Find a solution of the second-order IVP consisting of this differential equation and the given initial conditions. 11. $y(0) = 1$, $y'(0) = 2$ Answer 12. $y(1) = 0$, $y'(1) = e$ 13. $y(-1) = 5$, $y'(-1) = -5$ Answer

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Find the area of the shaded region above.

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Assignment Create a Matlab function called mysimplesum which takes four arguments in the form mysimplesum(a,b,c,n). Here a,b and c are real numbers n is a positive integer. The Matlab function should calculate the sum $a + \sum_{y=0}^{n-1} (b + \sum_{x=y}^{n-1} c)$ using two nested for loops and should return the final result. Here are some samples of input and output for you to test your code. When you submit your code the inputs will be different. Input: mysimplesum(1,2,3,4) Output: 39 Input: mysimplesum(3.4,1.3,2.5,25) Output: 848.4000 Input: mysimplesum(-5,-0.5,1.31,30) Output:

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(a) Consider the voltage follower shown in Figure 10-17. The circuit components are specified as follows: $V_s = 5V(DC)$, $R_1 = 100 k\Omega$, $R_2 = 200 k\Omega$, $R_3 = 100 \Omega$, $R_4 = 470 \Omega$ E1.1 Derive an expression in its simplest form relating the output voltage $V_o$ and the input voltage $V_s$.

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What is the following code trying to accomplish? LDR r1, =123 MVN r1, r1 ADD r1, r1, #1 Question 2 of 3. Big Endian: Save a number in big-endian format. Write an assembly language program that saves a number. The number should be initialized as a 32-bit word value using the DCD directive in the CODE region of your program. By default, ARM saves values in little-endian format. Your program will load the number from memory and write it back to a READWRITE region in big-endian format. You would need to use rotate or shift instructions to achieve the result, and use byte versions of the load and store operations to save them to memory. For example: Using the little-endian format, the number 0x123456789 is stored in contiguous memory locations as |78|56|34|12|. On the other hand, using the big-endian format, this number would have been stored as |12|34|56|78|. Make sure your code works for any input number, not just the example test case above. Your code will be tested on other test cases. Please properly comment your code before submission. Question 3 of 3. Matrix access: Accessing memory values as a matrix and loading a particular value given a row and a column index. Modify the MatrixAccess.s file provided with this assignment. You will need to work with the predefined register names which hold the row and column size of the matrix, row and column index to be queried, and the register for loading the result. For example: The following matrix would have MAT_ROW_SIZE = 4, MAT_COL_SIZE = 3. This matrix would be stored in memory as {2, 4, 6, 8, 10, 12, 14, 16, 18, 20, 22, 24}. Matrices are stored in memory as arrays. The only difference is in the way they are accessed from memory. Where arrays are accessed with a single index, matrices need both a row index and a column index. The element in the 3rd row (ROW_IDX = 2) and the 2nd column (COL_IDX = 1) is 16. This element's location is (MATRIX_START). 4 10 16 22 6 8 14 20 12 18 24 Make sure your code works for any matrix size, not just the test cases. Your code will be tested on other test cases not listed here.

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melissa h.