Numerade

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For each of the following muscle characteristics, consider how the muscle of an elderly person would compare to that in a young person. 22) Would there be any change/difference in the number of type II fibers in elderly? (3 pts) a) It would be higher. b) It would be lower. c) It would not be different. 23) Would there be any change/difference in the proportion of type I to type II fibers in elderly? (3 pts) a) It would be decreased. b) It would be increased. c) It would not be different. 24) Would there be any change/difference in the muscle cross-sectional area in elderly? (3 pts) a) It would be decreased. b) It would be increased. c) It would not be different. 25) Would there be any change/difference in the maximal strength in elderly? (2 pts) a) It would be decreased. b) It would be increased. c) It would not be different. 26) Would there be any change/difference in fine motor control in elderly? (3 pts) a) It would be decreased. b) It would be increased. c) It would not be different.

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What is a gravitational field? It is the value of the gravitational constant, G. It is the value of g at the surface of Earth. It is a collection of vectors that determines the magnitude and direction of the gravitational force at any point in space. It is a collection of scalars that determines the magnitude of the gravitational force at any point in space.

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In meta-analysis, the primary unit of analysis is A. individual participants B. groups of participants C. groups of p values D. individual studies

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Tutorial Exercise Use the given feasible region determined by the constraint inequalities to find the maximum and minimum of the given objective function (if they exist). (If an answer does not exist, enter DNE.) C = 6x + 2y (4,4) (0,3) (6, 2) (7,0) (0,0) Step 1 We want to find the maximum and minimum values of the objective function C = 6x + 2y given the feasible region determined by the constraint inequalities. We know that the optimal values of the objective function will occur at of the feasible region. Thus, we need to test the coordinates of the corner points in our objective function Corner C = 6x + 2y (0,0) (7,0) (6,2) (4,4) (0,3) Submit Skip (you cannot come back)

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Let \int_0^2 f(x)dx = 10, \int_0^3 f(x)dx = -5, \int_0^2 g(x)dx = -4, \int_2^3 g(x)dx = 12, Use these values to evaluate the given definite integrals. a) \int_0^2 (f(x) + g(x))dx = b) \int_0^3 (f(x) - g(x))dx = c) \int_2^3 (3f(x) + 2g(x))dx = d) Find the value a such that \int_0^3 (af(x) + g(x))dx = 0. a =

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In a series L-R-C circuit, the components have the following values: $L = 24.0 \text{ mH}$, $C = 160 \text{ nF}$, and $R = 390 \Omega$. The generator has an rms voltage of 120 V and a frequency of 1.25 kHz. (a) Determine the power supplied by the generator. 14.43 W (b) Determine the power dissipated in the resistor. W

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Question 3 (0.2 points) What assertion is the auditor testing with the following procedure: The auditor compared copies of sales invoices with the sales journal for customer names and amounts. existence accuracy valuation occurrence completeness

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3. The following decimal numbers are stored in an 8-bit two's complement format. Show how they are stored. a) -17 b) 130 c) 54

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Write a MATLAB code to find the average of the first 10 numbers using a for loop. MATLAB code: ```matlab sum = 0; for i = 1:10 sum = sum + i; end average = sum / 10; disp(average); ```

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Compare Monopolistic completion and perfect competition in terms of a. Allocative efficiency b. productive efficiency c. Excess capacity Word limit 200

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jason s.