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brandon calder-n

brandon c.

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Which statement is a trait of Active Listening? The context and environment are not as important in Active Listening. The listener should lead the speaker by paraphrasing the speaker’s message. Active Listening is “Our” focused and the first step to Dialogic Listening. This type of listening requires the listener to listen but not respond to verbal and nonverbal messages.

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Find the monthly payment on a large TV with an installment price of $941.56, 12 monthly payments, and a down payment of $200.

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Retroviruses with RNA viral chromosomes require conversion to ____ then ___ for final assembly .Group of answer choicesRNA, DNADNA, RNADNA, DNA

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Damage to which of the following muscles would interfere most with the ability to breathe? ?rectus abdominis ?platysma ?pterygoid ?intercostals ?digastric

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5. (5 points each) Calculate the surface area and volume of the following figure (Hint: Note the units) 5 in 4 in 1.75 ft

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Use the following information to answer the next _4_questions. Odom Company leased a machine to Rapp Corp. on January 1, 2016. The lease is for a 10-year period. The economic life of the equipment is 15 years. Odom purchased the machine for $80,000 and expects to earn a 10% return on its investment based on an annual rental of $11,836. The first payment is due January 1, 2016. At the end of the lease, title transfers to Rapp Corp. The present value of the minimum lease payments is $80,000. The fair market value of the equipment is $90,000. 6. What type of lease is this to Odom Company? a. direct financing b. sales-type c. operating d. right-to-use 7. This lease is a capital lease to Rapp Corp. under which criteria? a. 75% rule b. 90% rule c. title transfers d. bargain purchase 8. How much interest revenue will Odom Company recognize during 2016? a. $8,000 b. $9,000 c. $3,836 d. $6,816 9. How much interest expense will Rapp record in 2017? a. $6,816 b. $6,314 c. $3,836 d. $7,414

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As shown in the picture blew, a pump can deliver volume flow rate of Q=3.6 103m3 /5 of water through a vertical lift of h =8.Om. The inlet to the pump is just below the water surface and the discharge is to the atmosphere through a D50 schedule 40 steel pipe. The energy loss h = 1.Omn, (a) Cakulate velocity at the exit of point 2 m/s Nominal Pipe Size Outside Diameter Wall Thickness NPS DN (u!) (mm) (in) (mm) (i!) (mm) 6 0.405 10.3 8900 1.73 16 8 0.540 13.7 0.088 2.24 10 0.675 17.1 160'0 2.31 15 0.840 21.3 0.109 2.77 36 20 1.050 26.7 0.113 2.87 1 25 1.315 33.4 0.133 3.38 116 32 1.660 42.2 0.140 3.56 11 40 1.900 48.3 0.145 3.68 2 50 2.375 60.3 0.154 2Va 65 2.875 73.0 5.16 3 80 3.500 88.9 0.216 5.49 90 4.000 101.6 0.226 5.74 4 100 4.500 114.3 0.237 6.02 5 125 5.563 141.3 0.258 6.55 6 150 6.625 168.3 0.280 7.11 8 200 8.625 219.1 0.322 8.18 10 250 10.750 273.1 99E0 9.27 12 300 12.750 323.9 0.406 10.31 14 350 14.000 355.6 0.437 11.10 16 400 16.000 405.4 0.500 12.70 18 450 18.000 457.2 0.562 14.27 20 500 20.000 508.0 0.593 15.06 24 600 24.000 609.6 0.687 17.45 Inside Diameber Flow Area (in) 0.269 0.364 0.493 0.622 0.824 1.049 1.380 1.610 2.067 2.469 3.068 3.548 4.026 5.047 6.065 7.981 10.020 11.938 13.126 15.000 16.876 18.814 22.626 () 0.0224 00000 0.0411 0.0518 0.0687 0.0874 0.1150 0.1342 0.1723 (ww) (n2) (zw) 6.8 0.000 394 3.660 10 9.2 0.000 723 6.717 105 12.5 0.001 33 1.236 104 15.8 0.002 11 1.960 10-4 20.9 0.003 70 3.437 104 26.6 0.005 00 5.574 10d 35.1 0.01039 9.653 10 40.9 0.014 14 1.314 103 52.5 0.023 33 2.168 103 62.7 0.033 26 3.090 103 0.2557 77.9 0.051 32 4.768 103 0.2957 90.1 0.068 68 6.381 103 0.3355 102.3 0.088 40 8.213 103 0.4206 128.2 0.139 0 1.291 102 0.5054 154.1 0.200 6 1.864 102 0.6651 202.7 0.347 2 3.226 102 0.8350 254.5 0.547 9 5.090 102 84660 303.2 0.777 1 7.219 102 1.094 333.4 0.939 6 8.29 102 1.250 381.0 1.227 0.1140 1.406 428.7 1.553 0.1443 1.568 477.9 1.931 0.1794 1.886 574.7 2.792 0.2594 2 h Pump -

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CH3 | CH3-O-CH-CH3 2-methoxy propane Write the balanced equation for the complete combustion of this compound.

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Find: $R_{AY}$, $R_{AX}$, $R_{Ey}$, $R_{Ex}$, and Tension in cables AB, BC, CD, and DE

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Text: NOTE: These questions are related to "COMPLEX VARIABLES AND TRANSFORMS." Problem 1: For each of the following limits: a) lim b) lim, 0.5+3i c) lim, 2-4i i) Evaluate the limit. ii) Use the definition of the limit given in section 2.2 of the notes to prove that the limit exists. iii) Determine whether the function is continuous. Problem 2: Using the h-representation of the derivative (called derivative from first principles) given in section 2.4 of the notes, find the derivatives of the following functions. a) f(x) = 2x+3 b) f(z) = cos^2(z) c) f(z) = sin^2(z) d) f(x) = 24 Problem 3: Using the basic rules of differentiation (product rule, chain rule, etc.), evaluate f'(x) when a) f(x) = 3x^2+4 b) f(x) = 1-4x^3 c) f(z) = e^z-1 Problem 4: Use theorem 2.3 in the notes to find a set D ⊂ C for each of the following functions on which the function is analytic. Also, find the singular points, if any. a) f(z) = Re(z) b) f(z) = 2^z c) f(z) = 1/z d) f(z) = e^(-ix) Problem 5: Evaluate the following in the form a + bi, where a, b ∈ R, and plot the result in the complex plane. a) e^(1-i) b) cos(g)-i c) Log(3+4i) d) log(3+4i)

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