Tamarisks Company builds custom fishing lures for sporting goods st.pdf

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Tamarisk's Company incurred various variable and fixed costs in its first year of operations producing and selling fishing lures. Variable costs per unit included $6.60 for direct materials, $2.71 for direct labor, $5.78 for variable manufacturing overhead, and $3.90 for variable selling and administrative expenses. Fixed costs for the year totaled $288,456 for manufacturing overhead and $240,200 for selling and administrative expenses. The company produced 96,100 lures and sold 80,200 lures for $25 each.

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Tamarisk's Company builds custom fishing lures for sporting goods stores. In its first year of
operations, 2022, the company incurred the following costs:
Variable cost per unit
Direct materials-$6.60
Direct labour- $2.71
Variable manufacturing overhead-5.78
Variable selling and administrative expenses-3.90
Fixed costs for year
Fixed manufacturing overhead-288,456
Fixed selling and administrative expenses-240,200
Tamarisk's Company sells fishing lures for $25.00. During 2022, the company produced 96,100
lures and sold 80,200
(a)
Assume the company uses normal-absorption costing and uses the budgeted volume of 95,200
units to allocate the fixed overhead rate rather than the actual production volume of 96,100 units.
The company expenses production volume variance to cost of goods sold in the accounting
period in which it occurs. Do the following:
1. Calculate the manufacturing cost per unit. (Round per unit calculations and final answer to 2
decimal places, e.g. 15.25.)
2. Prepare a normal-absorption-costing income statement for 2022. (Round per unit calculations
to 2 decimal places, e.g. 15.25, and final answers to 0 decimal places, e.g. 125.)

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The following table gives monthly data for four years in million tons of consumption of ice cream in a country. Plot the series and comment on the visible seasonality and trend. Estimate the centered moving averages for this monthly series. Plot CMA and comment. Next, estimate the S,I component which only includes seasonal and irregular movements of the series. Then find the seasonal indexes for the twelve months removing the irregular component. Find the de- seasonalized levels for the series. Plot De-seasonalized Y and comment. Then estimate the trend values for the four sample years and the 12 months of the year 2020 using linear regression. Finally, make the forecast for the 12 months of 2020 using the Ratio-to-Moving Average method to capture the Trend and Seasonal patterns, using Excel. Plot the forecasted values for the 60 periods including 12 months of the year 2020. Plot the errors for in-sample periods and calculate RMSE. Comment on the error plot with respect to the existence of pattern or lack of visible pattern. Month/Year 2016 2017 2018 2019 Jan 1200 1440 1580 1925 Feb 1140 1350 1500 1835 Mar 1100 1310 1450 1770 Apr 1050 1250 1400 1685 May 900 1100 1260 1445 Jun 880 1070 1230 1415 Jul 840 900 1150 1350 Aug 860 920 1175 1380 Sep 880 950 1205 1415 Oct 950 1090 1280 1525 Nov 1050 1230 1390 1685 Dec 1150 1360 1510 1845 (Hint: First, you have to type the data in column form in Excel) Month/Year 2016 2017 2018 2019 Jan 1200 1440 1580 1925 Feb 1140 1350 1500 1835 Mar 1100 1310 1450 1770 Apr 1050 1250 1400 1685 May 900 1100 1260 1445 Jun 880 1070 1230 1415 Jul 840 900 1150 1350 Aug 860 920 1175 1380 Sep 880 950 1205 1415 Oct 950 1090 1280 1525 Nov 1050 1230 1390 1685 Dec 1150 1360 1510 1845.

The following table gives monthly data for four years in million ton.pdf

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the function of the endodermis is: - to allow the uptake of nutrients from soil - to ensure that all minerals are distributed in equal amounts - to allow roots to function if they are above ground - to force all water and solutes to pass through a cell before entering or leaving the vascular system - to allow the uptake of nutrients from soil - to ensure that all minerals are distributed in equal amounts - to allow roots to function if they are above ground - to force all water and solutes to pass through a cell before entering or leaving the vascular system.

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The following questions address fraud risk factors and the assessment of fraud risk. A. Because of the risk of material misstatements due to fraud (fraud risk), an audit of financial statements in accordance with generally accepted auditing standards should be performed with an attitude of; (1) professional judgment. (3) professional skepticism. (2) independent integrity. (4) impartial conservatism. B- C.Which of the following characteristics is most likely to heighten an auditor's concern about the risk of material misstatements due to fraud in an entity's financial statements? (1) The entity's industry is experiencing declining customer demand. (2) Employees who handle cash receipts are not bonded. (3) Internal auditors have direct access to the board of directors and the entity's management. (4) The board of directors is active in overseeing the entity's financial reporting policies. < D. Which of the following circumstances is most likely to cause an auditor to increase the assessment of the risk of material misstatement of the financial statements due to fraud? (1) Property and equipment are usually sold at a loss before being fully depreciated. (2) Unusual discrepancies exist between the entity's records and confirmation replies. (3) Monthly bank reconciliations usually include several in-transit items. (4) Clerical errors are listed on a computer-generated exception report..

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the following code should print essential prime implicant but i doesnt help and I also want to print Also, print the minterms that are not covered by the essential PIs.this is c++ #include #include using namespace std; // Define a structure to store a prime implicant struct PrimeImplicant { vector value; // The bit array representing the value of the term vector dontcare; // The bit array representing the don't care bits (X) of the term int size; // The size of the term (number of variables) // Constructor to initialize a prime implicant with a given value and size PrimeImplicant(vector v, int s) { value = v; dontcare = vector(s, false); // Initially no don't care bits size = s; } // A function to print a prime implicant as a Boolean expression void print() { char var = 'A'; // The first variable name bool first = true; // A flag to indicate if this is the first literal in the term for (int i = 0; i < size; i++) { if (!dontcare[i]) { // If this bit is not a don't care bit if (!first) cout << ""; // Print a multiplication sign if not the first literal else first = false; if (!value[i]) { cout << var; // Print the variable name cout << "'"; // Print a negation sign if this bit is zero } else cout << var; // Print the variable name } var++; // Increment the variable name } cout << endl; } }; // A function to compare two prime implicants for equality bool equal(PrimeImplicant p1, PrimeImplicant p2) { for (int i = 0; i < p1.size; i++) { if (p1.value[i] != p2.value[i] || p1.dontcare[i] != p2.dontcare[i]) return false; } return true; } // A function to check if one prime implicant is contained by another bool contained(PrimeImplicant p1, PrimeImplicant p2) { for (int i = 0; i < p1.size; i++) { if ((p1.value[i] != p2.value[i] && !p2.dontcare[i]) || (p1.dontcare[i] && !p2.dontcare[i])) return false; } return true; } // A function to merge two adjacent prime implicants into one larger one PrimeImplicant merge(PrimeImplicant p1, PrimeImplicant p2) { int diff = -1; // The index where they differ by one bit for (int i = 0; i < p1.size; i++) { if (p1.value[i] != p2.value[i]) { // If they differ by one bit at this index if (diff == -1) diff = i; // Record the index if this is the first difference found else return p1; // Otherwise return either one of them as they are not adjacent } else if (p1.dontcare[i] != p2.dontcare[i]) return p1; // If they differ by don't care bits at this index, return either one of them as they are not adjacent } PrimeImplicant result(p1.value, p1.size); result.dontcare[diff] = true;// Make a new prime implicant with same value and size as either one of them and make its don't care bit true at the index where they differ return result;// Return the new merged prime implicant } // Define an array to store all the given primeimplicants as structures //vector given; // Define an array to store all he essential prime implicantsas structures vector essential; // A function to find and print all the essential prime implicants using the g.

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