Drawn by dollar rather than by customer, about 105 selections from 18,420,000 of receivables make up this AC503 Unit 5 sampling plan, every parameter justified before selection begins. Searches like "ac 503 unit 5 assignment example", "ac503 unit 5 sample" and "ac503 unit 5 example" land here.
What a finished AC503 Unit 5 sampling plan looks like
A plan of three pages and a half-page evaluation rule, with no results yet, because it is written before any item is chosen. The objective comes first: to test existence and accuracy of trade receivables at December 31. The population follows, 1,286 customer balances totaling 18,420,000, footed and agreed to the ledger, with credit balances of 142,000 removed for separate testing. Parameters are listed with a reason for each: tolerable misstatement of 480,000, expected misstatement of 40,000, and a 10 percent risk of incorrect acceptance, supported by cutoff and rate recomputation work elsewhere in the file. The size computation shows a reliability factor of 2.31 and an expansion factor of 1.5, an interval of 181,818 rounded down to 175,000, and roughly 105 selections from a random start.
How a AC503 Unit 5 example is structured
Method is argued before size, since the choice of monetary unit sampling determines every later figure. The plan explains the fit, an existence objective, overstatement as the concern, and a population dominated by a few large balances, and it names the limits: small balances are rarely hit, and understatement and credit balances need other procedures. The population is then defined and proved complete, with the credit balances carved out and the sampling unit declared as the individual dollar. Each parameter sits beside the reason for it. The computation is laid out so a reviewer can recompute it on a calculator. The interval is rounded down deliberately, which buys room in the evaluation, and the page says so. The evaluation rule closes the plan: basic precision, projected misstatement and incremental allowance summed into an upper limit, then compared with tolerable misstatement.
Why sample by dollar
An existence objective, overstatement as the concern and a few large balances make monetary unit sampling fit; understatement is left to other work.
1,286 balances, credits removed
The population footed and agreed to the ledger, 142,000 of credit balances carved out for separate testing, the individual dollar as sampling unit.
Parameters with reasons
Tolerable misstatement 480,000, expected 40,000, and a 10 percent risk of incorrect acceptance supported by cutoff and rate recomputation elsewhere.
From 181,818 to 175,000
The computed interval rounded down on purpose, raising selections to about 105 and leaving room if one small misstatement appears.
An evaluation rule set in advance
Basic precision of 404,250 plus projections and incremental allowances, compared with 480,000; one 25 percent tainting stays under, a second error likely does not.
Where marks go in AC503 Unit 5
Graders open this plan at the number 105 and look for its derivation; a size presented without parameters forfeits most of the method credit at once. Choosing monetary unit sampling with no stated reason, or for a completeness objective it cannot serve, loses method marks. Credit balances left in the population distort the cumulative dollar listing and the evaluation. Parameters stated as bare figures, a 10 percent risk with no mention of the other evidence supporting it, read as copied. Arithmetic is recomputed: an interval that does not follow from the reliability factor and tolerable misstatement costs points. Plans that describe selection loosely, without a random start or a recorded seed, invite doubts about bias. An evaluation rule drafted after results would carry no weight, which is why it belongs in the plan.
Get a AC503 Unit 5 example written to your instructions
Give the account or class your Unit 5 prompt names, the population figures and any risk settings it fixes, together with the rubric. The plan justifies method, population and every parameter, then computes size and states its evaluation rule, arriving within 24-48h. A first custom sample carries no fee, and a section preferring classical variables sampling gets the plan built that way.
AC503 Unit 5 questions, answered
Why is monetary unit sampling not used for completeness?
Because it selects dollars that are recorded. An account left out of the listing, or understated, contributes few or no dollars and is unlikely to be chosen. The AC503 example states that limit in its method paragraph and points completeness to other procedures, such as searching subsequent billings and reconciling shipment records to invoices.
What does rounding the interval down achieve?
A smaller interval means more selections and a lower basic precision, which leaves more room between the upper misstatement limit and tolerable misstatement if a misstatement turns up. The example rounds 181,818 down to 175,000, shows the resulting basic precision of 404,250, and explains that one small misstatement can then be absorbed without failing the test.
How is a misstatement projected in this kind of sample?
For an item smaller than the interval, the misstatement is expressed as a percentage of the item's recorded amount, its tainting, and multiplied by the interval. Items at or above the interval contribute their actual misstatement without projection. The example states this rule in advance and adds the incremental allowance for each projected misstatement, ranked by tainting.