1 At The End Of 2013 Morley Co Has Accounts Receivable Of 700 000 And An Allowance F 2838799

1.At the end of 2013, Morley Co. has accounts receivable of $700,000 and an allowance for doubtful accounts of $25,000. On January 24, 2014, it is learned that the company’s receivable from Spears Inc Document Preview:

1.At the end of 2013, Morley Co. has accounts receivable of $700,000 and an allowance for doubtful accounts of $25,000. On January 24, 2014, it is learned that the company’s receivable from Spears Inc. is not collectible, and therefore, management authorizes a write-off of $4,300. (a) Prepare the journal entry to record the write-off. (b) What is the cash realizable value of accounts receivable before the write-off and after the write-off?

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1 Background A High Quality Report Need To Submitted Incorporating 2851482

1. Background
A high quality report need to submitted incorporating all the comments received from supervisor and / or other audiences on previous assessments. It is very important to incorporate the comments received in the final report and failure to do so may lead to poor academic outcome.
2. Requirements
The success of the project is culminated in the final project report, which is expected to be a masterpiece. Every student is therefore expected to write and submit a professional report documenting the entire project. The report should follow the following points:

  • The report should use academic writing style. In report, student present the outcome from the project at a high academic standard. The format and presentation of report carries significant marks.
  • The final report should contain abstract, problem statement, scope of the project, literature review, project requirements, system design, project plan, feasibility study, implementation strategies and preliminary simulation result.
  • The final report should contain in depth literature review, feasibility study and implementation methods and strategies. The report should be properly cited and provide a list of references using IEEE style of referencing.

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Assessment Details and Submission Guidelines Trimester T3 2018 Unit Code ME603 Unit Title Project 1 Assessment Type Individual Final Project Report Assessment Title Assignment 3 – Final Report on research undertaken for project planning, and research methods to be used for the next stage of the project Purpose of the assessment (with ULO Mapping) After successful completion of this assessment, students are expected to have: • Research, adapt and apply the knowledge and skills acquired over the core units to plan a substantial capstone project; Weight 40% of the total assessments Total Marks 100 Word limit 5000 Due Date Week 11, 1 February 2019Submission Guidelines All work must be submitted on Moodle by the due date along with a completed Assignment Cover Page. The assignment must be in MS Word format, 1.5 spacing, 11-pt Calibri (Body) font and 2 cm margins on all four sides of your page with appropriate section headings. Reference sources must be cited in the text of the report, and listed appropriately at the end in a reference list using IEEE referencing style. Extension • If an extension of time to submit work is required, a Special Consideration Application must be submitted directly on AMS. You must submit this application within three working days of the assessment due date. Further information is available at: HYPERLINK “http://www.mit.edu.au/about” http://www.mit.edu.au/abou HYPERLINK “http://www.mit.edu.au/about-mit/institute-publications/policies-procedures-and-guidelines/special-considerationdeferment” t HYPERLINK “http://www.mit.edu.au/about-mit/institute-publications/policies-procedures-and-guidelines/special-considerationdeferment” – HYPERLINK “http://www.mit.edu.au/about-mit/institute-publications/policies-procedures-and-guidelines/special-considerationdeferment” mit/institut HYPERLINK…

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1 Assume You Will Start Working As Soon As You Graduate From College You Plan To Sta 2840063

1. Assume you will start working as soon as you graduate from college. You plan to start saving for your retirement on your 28th birthday and retire on your 65th birthday. After retirement, you expect to live at least until you are 85. You wish to be able to withdraw $55,000 (in today’s dollars) every year from the time of your retirement until you are 85 years old (i.e., for 20 years).

a) Calculate the lump sum you need to have accumulated at age 65 to be able to draw the desired income. Assume that the annual return on your investments is likely to be 11.5 percent.

b) What is the dollar amount you need to invest every year, starting at age 29 and ending at age 65 (i.e., for 37 years) to reach the target lump sum at age 65?

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1 Calculate The Altman Z Score For Ford And Toyota What Inferences Do You Draw From 1767316

1. Calculate the Altman Z-score for Ford and Toyota. Whatinferences do youdraw from thesevalues? Whatinferences do youdraw fromcomparing thevalues across thetwocompanies? (You mayassume that the market value of equity forFordandToyota, respectively as of their 2012 fiscal year ends, is $38 billion and $110 billion.)
2. What do you predict would happen ifFord’s auditors issued a going-concern audit opinion? How would suppliers react? How would debt holders react?
3. Why might an audit firm be hesitant to issue a going-concern opinion?
4. What would happen to an audit firm if it did NOT issue a going-concern opinion and the company goes bankrupt in the following year?

 
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1 Assuming The Company Has No Alternative Use For The Facilities That Are Now Being 2783220

1. Assuming the company has no alternative use for thefacilities that are now being used to produce the carburetors, whatwould be the financial advantage (disadvantage) of buying 22,000carburetors from the outside supplier? 2. Should the outsidesupplier’s offer be accepted? 3. Suppose that if the carburetorswere purchased, Troy Engines, Ltd., could use the freed capacity tolaunch a new product. The segment margin of the new product wouldbe $220,000 per year. Given this new assumption, what would befinancial advantage (disadvantage) of buying 22,000 carburetorsfrom the outside supplier? 4. Given the new assumption inrequirement 3, should the outside supplier’s offer be accepted?

 
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1 Buying Situation In Which Suppliers Make Effort To Maintain Quality Of Materials I 2846930

1.Buying situation in which suppliers make effort to maintain quality of materials is classified as A.straight rebuy B.turned rebuy C.new buy D.purpose buying 2. Individuals or groups that influence buying decision and provide information of alternatives are classified as A. users B.influencers C.deciders D.initiators 3. Buying situation in which purchases are ordered from suppliers on an approved list is classified as A. modified task B.straight rebuy C.new task D.modified rebuy 4. Individuals who use products and initiate defining product requirements are classified as A. users B.influencers C.deciders D.initiators 5. Market which consists large number of buyers of product that are supplied, rented or sold to others is classified as A. consumer market B.business market C.organization market D.large markets

 
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1 Assume Secure Macs Exist Prove That There Exists A Mac That Is Secure By Definitio 1893287

1. Assume secure MACs exist. Prove that there exists a MAC that is secure (by Definition 4.2) but is not strongly secure (by Definition 4.3).

2. Consider the following MAC for messages of length ℓ(n) = 2n − 2 using a pseudorandom function F: On input a message m0||m1 (with |m0| = |m1| = n − 1) and key k ∈ {0, 1} n, algorithm Mac outputs t = Fk(0||m0) k Fk(1||m1). Algorithm Vrfy is defined in the natural way. Is (Gen, Mac, Vrfy) secure? Prove your answer.

 

 
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1 By Making The Substitution K N In 5 22 Show That Y N Can Also Be Expressed In The 2297870

1. By making the substitution k = n –  in (5.22), show that y[n] can also be expressed in the same form as (5.10),

2. Determine the impulse response h[n] of the 51-point causal running avenger and determine the impulse response for the 51-point centralized running avenger.

 

P-5.1 If the impulse response h[tt I of an FIR filter is h[n] = S[n – I] – 281n – 41 write the difference equation for the FIR filter. P-5.2 Evaluate the “running” avenge for the unit-step input signal, i.e., (a) Make a plot of uln] before working out the answer for yin I. (b) Now compute the numerical values of yin] over the time interval -5 0.

P-5.3 A linear time-invariant system is described by the difference equation (a) When the input to this system is Compute the values of An], over the index range 0

(b) For the previous part. plot both x[n] and yin I. (c) Determine the response of this system to a unit impulse input; i.e., find the output y[n J = h[n] when the input is x [n] = S[n I. Plot WI as a function of n.

P-5.4 A linear time-invariant system is described by the difference equation (a) Draw the implementation of this system as a block diagram in direct form. (12) Give the implementation as a block diagram in transposed direct form. p-5.5 Consider a system defined by (a) Suppose that the input x[n] is nonzero only for 0

(a) Make a plot of stint (b) We can use the unit-step sequence to represent other sequences that are zero fora

(c) The L-point running avenge is defined as For the input sequence x[nI = (0.5)”u[n), compute the numerical value of yin) over the index range -5 0. In doing so, you may have use for the formula: P-5.7 Answer the following questions about the time-domain response of FIR digital filters: When tested with an input signal that is an impulse, x[nl = Sin), the observed output from the filter is the signal h[n) shown in Fig. P-5.7. Determine the filter coefficients (h) of the difference equation for the FIR filter.

P-5.8 If the filter coefficients of an FIR system are (141 = 113. -13, 13) and the input signal is determine the output signal yin] for all n. Give your answer a 2 • either a plot or a formula. P-5.9 For each of the following systems. determine whether or not the system is ( I) linear, (2) time-invariant, and (3) causal. P-5.10 Suppose that S is a linear, time-invariant system whose exact form is unknown. It is tested by running some inputs into the system, and then observing the output signals. Suppose that the following input-output pairs are the result of the tests: (a) Make a plot of the signal: (b) Use linearity and time invariance to find the output of the system when the input is P-5.11 A linear time-invariant system has impulse response

kin) = 38ln) – 28[n – 1] + 4Sin – 21+ Sin -4] (a) Draw the implementation of this system as a block diagram in direct form. (b) Give the implementation as a block diagram in transposed direct form. P-512 For a particular LTI system, when the input is the unit step, xi [n] = u[n), the corresponding output is Determine the output when the input to the LTI system is .x.2[n] = 3u[nI – 2u[n – 4]. Give your answer as a formula expressing y2[11] in terms of known sequences, or give a list of values for -co

P-5.13 For the FIR filter yin) = x[n)- ax[n – determine the output signal for two similar cases. (a) The input signal is x[n) = a” urn). (b) The input signal is x[n] = a” (u[n] – u[n – 10)).

P-5.14 One form of the deconvolution process starts with the output signal and the filter&#39;s impulse response, from which it should be possible to find the input signal. (a) If the output of an FIR filter with h[n] = Sin -2] is determine the input signal. x[n). (b) If the output of a first-difference FIR filter is determine the input signal, x[n]. (c) If the output of a 4-point avenger is determine the input signal, x[n]. p-5.15 Another form of the deconvolution process starts with the output signal and the input signal, from which it should be possible to find the impulse response. (a) If the input signal is x[n] = urn], find the FIR filter that will produce the output Aid= u[n – 11. (b) If the input signal is x[n] = u[n], find the FIR filter that will produce the output y[n) = S[n]. (c) If the input signal is x[n) = (1)”u[n1, find the FIR filter that will produce the output y[n] = S[n – 1].

P-5.16 Sometimes it is not possible to solve the deconvolution process for a given input-output pair. For example, prove that there is no FIR filter that can process the input x [a I = 8[n1+Sin – 11 to give the output y[n] =

P-5.17 Suppose that three systems are connected in cascade. In other words. the output of Si is the input to S2, and the output of 82 is the input to S3. The three systems are specified as follows:

Thus x l[n] = Aln). x2In) = yi(n], x3[111= y2[n], and y[n] = y3In]. We wish to determine the equivalent system that is a single operation from thc input x[n] (into St) to the output y[n], which is the output of 83. (a) Determine the impulse response k[n] for each individual subsystem S. (b) Determine the impulse response h[n] of the overall system, i.e., find h[ti] so that ylni = x[nl * h[nI. (c) Write one difference equation that defines the overall system in terms of x[n] and y[n) only.

P-5.18 Consider a system implemented by the follow-ing MAThAn program: The overall system from input xx to output yy is an LT1 system composed of three un systems. (a) Draw a block diagram of the system that is implemented by the program given above. Be sure to indicate the impulse responses and difference equations of each of the component systems. (b) The overall system is an LTI system. What is its impulse response, and what is the difference equation that is satisfied by the input x[nI and the output y[n]?

 

 

 
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1 Assume We Have A Calibrated Clique Tree For A Distribution P F Show How We Can Use 2528149

1. Assume we have a calibrated clique tree for a distribution PΦ. Show how we can use the clique tree to generate samples that are sampled exactly from PΦ.

2. Prove proposition 12.2.

Proposition 12.2

Let ξ be a sample generated by algorithm 12.2 and w be its weight. Then the distribution over ξ is as defined by the network BZ=z, and

The proof is not di‑cult and is left as an exercise. It is important to note, however, that the algorithm does not require the explicit construction of the mutilated network. It simply traverses the original network.

 

 
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1 But Why Transmission Line Models The Parameters Of A 20m Transmission Line Operati 3297925

1) But Why (transmission line) Models? The parameters of a 20m transmission line operating at f 95.5 MHz are L 0.4 G 80 and R -20 2 a) What model should you use for this problem? (lumped element or distributed element) Why? Feel free to use the answers to part c) for justification b) Can you use the Low-loss Approximation for this question? Why or why not? b) Find ?, a, ß, ?, and Zo, make sure you state the definition of these terms c) After traveling 20m down the line by what percentage is the amplitude reduced? By how many degrees is the phase shifted? d) Does this meet Heaviside’s Condition? What does this mean?

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