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jose manuel rodriguez

jose manuel r.

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A rise in the Canadian interest rate differential ______ the supply of Canadian dollars. A. increases; increases B. decreases; increases C. increases; decreases D. decreases; decreases A fall in the expected future exchange rate ______ the supply of Canadian dollars. A decrease in the world demand for Canadian exports ______ the supply of Canadian dollars. A. increases; increases

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All of the following statements pertaining to the estate tax are correct, EXCEPT: A) An estate tax return must be filed for a widow with a gross estate of $14 million who made taxable gifts of $4 million ten years ago. B) The estate tax is due nine months after death unless an extension is granted. C) The executor is personally liable to pay the tax from assets the decedent owned. D) The estate tax is tax inclusive because the money used to pay the tax is taken from a separate account.

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4. Write each exponential equation in logarithmic form. a. $y = 7^x$ (1 mark) b. $x = 36^y$ (1 mark) 5. Write each logarithmic equation in exponential form. a. $y = \log x$ (1 mark) b. $y = \log_5 x$ (1 mark)

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How many clusters are in the below hash table? 0 1 2 3 4 5 6 7 8 9 10 11 12 X X X X X X 7 6 3 2

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LIMIT SWITCHES- CONTROLLING REVERSING L1 CONTROL RELAY START STOP 1 2 3 4 HCR CR CR L2 ALL OLS CR(2,3) F (4) R R (3) F

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Learning Goal: To determine the elongations and contractions in a rectangular prismatic member that is subjected to stresses in the x and y directions. The member shown is subjected to a compressive stress in the x direction of $\sigma_x = 325$ ksi and a compressive stress in the y direction of $\sigma_y = 650$ ksi. The dimensions of the member are a = 4.25 in, b = 1.00 in, and t = 0.75 in. Assume that E = 29000 ksi and that Poisson's ratio is $\nu =$ 0.32.(Figure 1) Determine the normal strain in the x direction, $\epsilon_x$. Express your answer in inches per inch to three significant figures. View Available Hint(s) $\epsilon_x =$ Submit Part B - Normal strain in the y direction Determine the normal strain in the y direction, $\epsilon_y$. Express your answer in inches per inch to three significant figures. View Available Hint(s) $\epsilon_y =$ Submit Part C - Normal strain in the z direction Determine the normal strain in the z direction, $\epsilon_z$. Express your answer in inches per inch to three significant figures. View Available Hint(s) $\epsilon_z =$ Submit Part D - Change in dimension of the member The applied stresses cause the member to experience a change in all of its dimensions. What are the new dimensions, a', b', and t', of the member due to the applied stresses? Express your answers in inches to three significant figures separated by commas. View Available Hint(s) a', b', t' =

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2 Solve the differential equation below with initial conditions. Find the recurrence relation and compute the first 6 coefficients ($a_0 - a_5$). $(1 - 2x)y'' - y' + xy = 0$ $y(0) = 1, y'(0) = 1$

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3.2 - Determine the spatial description of the velocity field that corresponds to the strain rate tensor $\begin{bmatrix} 0 & 0 & te^{z} \\ 0 & te^{y} & 0 \\ te^{z'} & 0 & 0 \end{bmatrix}$ The following is known: $\begin{cases} \text{for } z = 0: & v_{x} = v_{z} = 0, \forall t, x, y \\ \text{for } y = 1: & v_{y} = 0, \forall t, x, z \end{cases}$

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Au 0-19.3 km Dimensional Analysis (Note when doing the work make sure your units are shown and show appropriate cancellation for the solution in each part. Sou tons Au (15 pts) A wealthy eccentric decided that he likes ice cream lollipops so much he wanted to make a statue of it made of gold (density of gold = 19.3 g/cm³). He ordered it to be made of 500 tons of gold and he knew he wanted it to be 100 yds. tall. a) Find the volume of the lollipop (cylinder) 19.3g/cm²:-0193k9 170 soo tons = 500000 100yds = 300ft ball=300000443 (masskg) 1188 (volume ft³) 1188 00193kg/ft³ x 300000ft³=5790kg 5790kg x \frac{1000g}{1kg} x \frac{1LB}{453.6g} =12764.55026lb 1ft³ 300.000 \frac{1ft³}{28.32L} = +1.25 b) Find the diameter in inches, of the lollipop need to be to accomplish this task using the volume above? (Hint: V(cylinder) = A = ?r²h.

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Write simplified expressions for $v_o$ in terms of R, $V_i$ and x in the circuits below. Label the polarity you select for $v_o$. Assume x is small in the first circuit only.

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