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miriam smith

miriam s.

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On the income statement, how are marketing expenses reported as? Operating revenues and expenses. Other revenues or expenses. The disposal of a business segment. An extraordinary gain or loss. A cumulative effect.

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Common-property regimes is described as: Question 2 options: the property is jointly owned and managed by a specified group of co-owners in which no one owns or exercieses control over ther resources the property is solely owned and managed by an individual or a firm the governments owns and controls the property

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The number of losses per year when there is no deductible follows a negative binomial distribution with r = 2 and eta =0.8 ii) The severity of each loss before coverage modifications is uniformly on (0, 2500] . The deductible is raised to x . The probability of zero claims under the new deductible is 0.390625 . Determine x .

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Who provided a useful introduction to the early use of content analysis?

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False

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What are the major products for the following reaction? CH$_3$ CH$_3$C=CH$_2$ HBr A CH$_3$OH B 25°C O a. CH$_3$ CH$_3$ A: CH$_3$C-CH$_3$, B: CH$_3$C-CH$_3$ Br OCH$_3$ O b. CH$_3$ CH$_3$ A: CH$_3$C-CH$_3$, B: CH$_3$C=CH$_2$ Br O c. CH$_3$ CH$_3$ A: CH$_3$CH-CH$_2$-Br, B: CH$_3$CH-CH$_2$-OCH$_3$ O d. CH$_3$ CH$_3$ A: CH$_3$CH-CH$_2$-Br, B: CH$_3$C=CH$_2$

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Current Attempt in Progress Ayayai Corporation enters into a 5-year lease of equipment on December 31, 2019, which requires 5 annual payments of $43,200 each, beginning December 31, 2019. In addition, Ayayai guarantees the lessor a residual value of $18,000 at the end of the lease. However, Ayayai believes it is probable that the expected residual value at the end of the lease term will be $9,000. The equipment has a useful life of 5 years. Prepare Ayayais' December 31, 2019, journal entries assuming the implicit rate of the lease is 9% and this is known to Ayayai. (Credit account titles are automatically indented when amount is entered. Do not indent manually. For calculation purposes, use 5 decimal places as displayed in the factor table provided and round final answers to 0 decimal places e.g. 5,275.) Click here to view factor tables. Date Account Titles and Explanation Debit Credit December Right-of-Use Asset 31, 2019 Lease Liability (To record the lease liability) December Lease Liability 31, 2019 Cash (To record lease payment)

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avaScript Program to fix number of decimal places e users input the number with 4/5 decimal places the number of decimal places to fix eck the entered value is a number s the two values (user entered) to a function named edecimal_697 form the calculation and display the out put

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Q3. (a) Three equal impedances, each with a series resistance of 8 Ω and an inductive reactance of 10Ω = 8 + 10j, are to be connected to a balanced 440V, 50 Hz three-phase voltage supply. If the three impedances are connected in Star, draw a simple schematic of the circuit and calculate: 1. The phase and line currents [04 marks] 2. The power factor [02 marks] 3. The total power [02 marks] If the same three impedances are now connected in Delta, again draw the circuit and calculate: 4. The new phase and line currents [04 marks] 5. The total power [02 marks] (b) Two wattmeters are connected appropriately to measure the total power in a three-phase balanced star-connected load. If the two meters read 200 kW and 50 kW, what is the total power in the load and the power factor [06 marks]? Note: I have not given enough information to clarify leading or lagging. Q4. (a) With the aid of sketches, explain the principle of operation of a star-delta starter, which is used for the starting of three-phase squirrel-cage induction motors. (b) [08 marks] List any advantages associated with the use of three-phase induction motors [04 marks]. A three-phase motor runs at 1720 rpm on full load when supplied from a 60 Hz three-phase line. Determine: 1. How many pole pairs the motor has 2. The percentage slip 3. The rotor current frequency in Hz [03 marks] [02 marks]

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3. Consider next a simple game theoretic situation. There is a crossroads of two one-way roads. One of the roads runs from south to north while the other runs from west to east. Two drivers come to the crossroads simultaneously from different directions. Ann comes from the south while Bob arrives from the west. Ann and Bob must decide simultaneously whether to continue driving or wait. (a) Who are the players, what are the strategies, what are the out- comes and what are reasonable payoffs? In other words, draw a game matrix representing this situation. (b) Does either of the drivers have a dominant strategy? Are there Nash equilibria? (c) Explain the role of traffic rules for this game. Give a reason why traffic lights are used in some crossings, but not all.

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