Numerade

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1. A laminated soft iron ring has a mean circumference of 600 mm , a cross-sectional area of $ 500 \mathrm{~mm}^{2} $, radial air gap of 1 mm cut through it. It is wound with a coil of 1000 turns. Estimate the current in the coil to produce a flux of 0.5 mWb in the air gap, assuming the relative permeability of the soft iron is 1000 , and fringing is negligible.

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Consider the following set of equations, where s, s0 and r have units of length, t has units of time, v has units of velocity, g and a have units of acceleration. Take k to be dimensionless. Identify if these are dimen- sionally correct or incorrect. $v^2 = 2as + kav$

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In the circuit, please assume that the diode is ideal with a forward turn-on voltage of 0.7 V. Determine voltage v. 460 ? + + 6 V + 600 ? V

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2. [4 Points] True/False: a. A recursive method should only contain one call to itself. b. The keyword this can be used as a method name that refers to a constructor. c. If you add at least one constructor to a class, no constructors will be automatically created for the class. d. A Set is a collection that stores a key and value pair.

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Determine which diodes are on and which are off, then find the voltage at node A Assume all diodes are ideal. 10 k$\Omega$ 5 V $D_1$ $D_3$ $V_A$ $D_2$ 1 k$\Omega$ 10 V 10 k$\Omega$ 15 V

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Problem 1 Determine the moment of the 800 N tension applied by the wire BE about the axis AD y 450 mm 150 mm E A B 300 mm x 125 mm 225 mm 300 mm z D C 125 mm Problem 2 Calculate the equivalent force-couple system at point A. 0.6 m B 500 N 1 m 0.2 m 30° 300 N 1 m 1 m A 200 N

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Problem 2: A brittle material has the properties $S_{ut} = 30 \text{ kpsi}$ and $S_{uc} = 90 \text{ kpsi}$. Using the brittle Coulomb-Mohr and modified-Mohr theories, determine the factor of safety for the following state of plane stress: $\sigma_x = -20 \text{ kpsi}$, $\sigma_y = 10 \text{ kpsi}$, $\tau_{xy} = -15 \text{ kpsi}$. Answer: BCM $n = 1.20$, MM $n = 1.53$.

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Lockard Company purchased machinery on January 1, 2014, for $80,000. The machinery is estimated to have a salvage value of $8,000 after a useful life of 5 years. Calculate depreciation using the double-declining balance method and fill in the following depreciation schedule. Year Cost Book Value, Beginning Depreciation Expense Accumulated Depreciation Book Value, Ending =Æ© depr exp. =Cost - Accum Depr 1 $80,000 $80,000 [ Select ] ["$40,000", "$36,000", "$32,000", "$16,000"] [ Select ] ["$40,000", "$32,000", "$36,000", "$16,000"] [ Select ] ["$48,000", "$32,000", "$16,000", "$80,000"] 2 $80,000 $48,000 [ Select ] ["$16,200", "$21,400", "$19,200", "$19,800"] [ Select ] ["$32,000", "$48,000", "$16,600", "$51,200"] [ Select ] ["$36,600", "$51,200", "$28,800", "$80,000"] 3 $80,000 $28,800 [ Select ] ["$11,520", "$12,750", "$13,370", "$9,480"] [ Select ] ["$48,720", "$71,880", "$62,720", "$64,580"] [ Select ] ["$19,560", "$18,140", "$17,280", "$14,480"] 4 $80,000 [ Select ] ["$18,800", "$20,580", "$19,450", "$17,280"] [ Select ] ["$6,112", "$6,912", "$7,564", "$8,812"] [ Select ] ["$71,564", "$69,632", "$72,456", "$68,564"] [ Select ] ["$10,368", "$12,000"] 5 $80,000 [ Select ] ["$12,000", "$10,368"] [ Select ] ["$2,368", "$4,147.20"] $72,000 $8,000

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Write code in 8086 assembly language I want to be able to copy I want the answer in maximum 30 minutes question: When the last 2 digits of the school number are entered from the keyboard, a random number between 0 and 100 will be generated. A randomly generated 2 digit number will be printed on the screen. If the random number is greater than 15 and less than 72, congratulations will be printed on the screen, if not, try again.

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22. Find the z value for x = 26 for a normal distribution with $\mu = 18$ and $\sigma = 2$. A. 2 B. 3 C. 4 D. 5

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mike s.