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haley hammond

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Consider a zipline having a zip line of length 5232 ft and its vertical drop as 1311 ft. Find its angle of depression. The angle of depression is (Simplify your answer. Round to the nearest tenth as needed.)

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1. A triangular wedge B that weighs 15 kg is hit by a 4 kg ball A thrown horizontally with a velocity of 5 m/s towards the triangular wedge. The coefficient of restitution between ball A and the triangular wedge B is 0.85. Find (a) the velocity of the ball and wedge after impact (b) the impulse exerted by the wedge on the ball 30° VA1

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k = ω√((εμ)/(2))[√(1+((σ)/(εω))^(2))+1]^((1)/(2)), κ = ω√((εμ)/(2))[√(1+((σ)/(εω))^(2))-1]^((1)/(2)). And we know that the skin depth, d = (1)/(κ). a) For a good conductor σ ≫ ωε. Approximate the skin depth in this situation. b) For a poor conductor σ ≪ ωε. Approximate the skin depth in this situation. In class, we mentioned that for a TE wave we have the following differential eq: (1)/(x)(d^(2)x)/(dx^(2)) = -k_(x)^(2) a. Show that the following is a solution: x(x) = Asin(k_(x)x) + Bcos(k_(x)x). b. Due to the boundary conditions, we saw that k_(x) = (mπ)/(a) and k_(y) = (nπ)/(b) where a, b are the dimensions of the waveguide cavity and m, n are arbitrary numbers. i. By plugging k_(x) and k_(y) into -k_(x)^(2) - k_(y)^(2) + ((ω)/(c))^(2) - k^(2) = 0 show that k = √(((ω)/(c))^(2) - π^(2)[((m)/(a))^(2) + ((n)/(b))^(2)]) ii. Find the cutoff ω for TE_(23) where m = 2 and n = 3. iii. Suppose a rectangular waveguide has dimensions a = 2.2 cm and b = 1.3 cm. If the driving frequency is 1.5 × 10^(10) Hz, determine the TE modes that would propagate.

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Draw the major product of this reaction. Ignore inorganic byproducts. Br KCN THF

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Design a 32 bit Multiplier by connecting the following components (Multiplicand, Multiplier Product and Control Test,) and also draw a flow chart for multiplication operation.

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The overall growth reaction for the preceding problem is given again below. If f = 0.25, how many equivalents of NO are denitrified to N for each equivalent of H consumed? 0.50H + 0.1589NO + 0.0446CO + 0.1589H = 0.00893CHON + 0.0750N + 0.5482HC a) 0.1589 equivalents of NO per equivalent of H b) 0.25 equivalents of NO per equivalent of H c) 0.50 equivalents of NO per equivalent of H d) 0.75 equivalents of NO per equivalent of H e) 1.0 equivalents of NO per equivalent of H Suppose f were instead 0.35 in the preceding problem. Convert this f value to a yield coefficient (Y) with units of g VSS/g H. a) 1.01 g VSS/g H b) 0.50 g VSS/g H c) 0.35 g VSS/g H d) 0.25 g VSS/g H e) 0.12 g VSS/g H

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Question 6 Steam at 6 bar is fed to a process. Based only on this info, how can I find the specific enthalpy of this stream? Use the Antoine Equation Use a steam table Use a phase diagram Use a triangular phase diagram You don't have enough info 10 pts

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10. Assume that the company in Exercise 7 uses a LIFO perpetual inventory system instead. Calculate the company's cost of merchandise sold. 11. If Big Zero from Exercise 8 uses LIFO instead of FIFO, what will be the new cost of merchandise sold for the month? 12. PBJ Co. decided to switch to a LIFO inventory system. What is the new cost of merchandise sold for the month? Use the information from Exercise 9. 13. Using the weighted-average method, calculate cost of merchandise sold for the company in Exercise 7 for the month. Round total cost and unit cost to the nearest cent. 14. Assume Big Zero uses a weighted-average method. Use the information in Exercise 8 to calculate the company's cost of merchandise sold. Round total cost and unit cost to the nearest cent. 15. If PBJ Co. from Exercise 9 switches to the weighted-average method, what will the cost of merchandise sold be? Round total cost and unit cost to the nearest cent.

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1) Which of the following statements most accurately represents our discussion on the role of a corporation? Group of answer choices Minimizing costs is most important Maximizing sales is most important Maximizing profits is most important Maximizing shareholder value is most important 2) You want to have $1 million 30 years from now. Assuming a 10% rate of return, how much do you have to invest today in a single lump sum in order to get the $1 million? Group of answer choices $32,405 $6,082 $85,298 $57,309 3) You are trying to choose between two investments: A—Invest $2,400 per year for 10 years, earning an 8% annual rate of interest. OR B—Invest $200 per month for 10 years, earning an 8% annual rate of interest. Which of the following is most correct? Group of answer choices There is no way to tell which investment has the higher future value. Investments A and B have identical future values. Investment B has the higher future value. Investment A has the higher future value. 4) How much must you invest per month in order to have $1 million 20 years from now? Assume a 9.5% annual rate of interest with monthly compounding. Group of answer choices $527 $150,692 $29,294 $1,405 5) Given a payment of $3,000 per year for 20 years and a 7% annual discount rate, what is the present value? Group of answer choices $31,782 $3,000 $64,443 $40,219 6) How much can you borrow if you are willing to make payments of $1,190.50 per month (at 6% annual rate) for 30 years? Group of answer choices No solution. Cannot compute this. $150,000 $133,433 $198,565 7) You wish to have $1,000,000. You will invest $600 per month, earning 8% per year. How many months until you reach $1 million in total value? Group of answer choices No solution 375 358 180 8) Assume a home mortgage of $200,000, with an interest rate of 5.5% for 30 years (monthly payments). If you pay an extra $300 per month towards the principal of the loan, how many months will it be until you pay off the loan? Group of answer choices 269 223 214 188

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A piece of A36 hot rolled steel that is 22 inches long undergoes a tensile stress of 42 ksi. What is the percent elongation?

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