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louis palmer

louis p.

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2. A poker hand is defined as drawing five cards at random without replacement from a deck of 52 playing cards. Find the probability of each of the following poker hands: (a) Two pairs (two pairs of equal face value plus one card of a different value). (b) A straight (five cards having consecutive denominations but not all in the same suit).

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Expenses and losses are reported on the: a. balance sheet b. statement of cash flows c. retained earnings statement d. income statement

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Describe Promoting Autonomy and Self-Determination of recovery-oriented practice in mental health

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3. Consider the matrices \begin{equation*} A = \begin{bmatrix} a & b & c \\ d & e & f \end{bmatrix} \quad \text{and} \quad B = \begin{bmatrix} g & h \\ i & j \\ k & l \end{bmatrix} \end{equation*} (a) Write down the matrices $A^T$ and $B^T$. (b) Work out the matrix products AB and $B^TA^T$. (c) State the relationship between AB and $B^TA^T$, and use this result to $(A^TB^TC^T)^T.$

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Decision 3 Prechem Limited, also a subsidiary of Precizion, produces a chemical product which is sold to cleaning products manufacturers. In 2022, the company incurred $9,030,000 of costs to produce 15,000 gallons of the chemical. The selling price of the chemical is $840.00 per gallon. The costs per unit to manufacture a gallon of the chemical are presented below: Direct materials: $420.00 Direct labor: $84.00 Variable manufacturing overhead: $56.00 Fixed manufacturing overhead: $42.00 Total manufacturing costs: $602.00 The company is considering manufacturing cleaning products itself. If the company processes the chemical further and manufactures the cleaning product itself, the following additional costs per gallon will be incurred: Direct materials: $120.00 Direct labor: $42.00 Variable manufacturing overhead: $35.00 No increase in fixed manufacturing overhead is expected. The company can sell their cleaning product at $1,085.00 per gallon. Required: Prepare an incremental analysis, per gallon, for the sell-or-process-further decision and compute the total increase in net income if the company does process further. 10 Marks Decision 4 Precizion is contemplating acquiring Lumberly Corporation which operates two divisions, the Christmas Division and the DIY Division. The Christmas division manufactures and sells Christmas trees to retail providers. The DIY Division operates a lumber mill which sells a variety of wood products for the do-it-yourself homeowners market. In reviewing the Income Statement of the company, Judy suggested to the Finance Director that the DIY Division should be eliminated. "If the Division is eliminated," she said, "our total profits would increase by $30,000." The income statements for the two divisions for the year ended December 31, 2022 are presented below: Christmas Division: Sales: $1,500,000 Cost of goods sold: $900,000 Gross profit: $600,000 Selling & administrative expenses: $250,000 Net income: $350,000 DIY Division: Sales: $500,000 Cost of goods sold: $350,000 Gross profit: $150,000 Selling & administrative expenses: $180,000 Net income: ($30,000) Total: Sales: $2,000,000 Cost of goods sold: $1,250,000 Gross profit: $750,000 Selling & administrative expenses: $430,000 Net income: $320,000 In the DIY Division, 70% of the cost of goods sold are variable costs and 40% of selling and administrative expenses are variable costs. Judy also feels it can save $45,000 of fixed cost of goods sold and $50,000 of fixed selling expenses if it discontinues operation of the Division. Required: a) Prepare an incremental analysis in a CVP Income Statement format to show whether Judy is right about discontinuing the DIY Division. b) If the company had discontinued the division for 2022, determine what net income would have been. 10 Marks

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Question 23 Not yet answered Marked out of 1 Flag question Time left 6:20:14 June Prone is 70 years old. At the end of the current year of the assessment, she had a taxable income of R1 958 313. YOU ARE REQUIRED to calculate her tax amount payable or refundable to SARS for the current year of assessment. (Round your answer to the nearest Rand) Select one: a. R687 791 refundable from SARS b. R690 788 refundable from SARS c. R687 791 payable to SARS d. R690 788 payable to SARS

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Each day, San Antonio Canning Company spends $100,000 on materials to produce cans. They require 2 inputs to produce these cans: capital (K) and labor (L). SA Canning Company's isocost constraint is 500K + 100L = 100,000. Their production function is represented by the isoquant curve Q = 200K^2L. To determine SA Canning Company's optimum input bundle using the Lagrangian Method, we need to find out how much capital they should use and how many workers they should hire to get the maximum production out of their $100,000 budget. When SA Canning Company uses this mix of inputs, we also need to calculate how many cans they can produce.

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Date: Per: Directions: Write each ratio in simplest form. 27 red markers to 12 blue markers 52 plates to 24 bowls

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Please help, I don't understand this. Use Cramer's Rule to solve the following system for y: x + 4y + 4z = 10 3x + y + 6z = K x + 10y + 5z = 2 To use Cramer's Rule, calculate the following determinants: The coefficient determinant: | 1 4 4 | | 3 1 6 | | 1 10 5 | The y determinant: | 1 4 4 | | 3 K 6 | | 1 10 5 | D = 312 Dy = | 1 4 4 | |-3 K 6 | | 1 10 5 | Dy = -3(K) - 6(6) + 1(110 - 5) Note: D = 0. Cramer's Rule cannot be used. Dy = Based on Cramer's Rule, y = D

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Question 3 Figure Q3 shows the incomplete free body diagram of a segment OB of an upper extremity during an exercise. A moment M is developed at joint O. W is the weight of the segment while forces at B are 2W and 3W. M A ? W 2W ? B 3W Figure Q3 (a) Complete the free body diagram with a clearly labelled sketch and illustrate, without calculations, how the orientation(s) of the force(s) added to the original figure is(are) obtained. (10 marks) (b) Given that OA = 12 cm, AB = 18 cm, W = 40 N and $\theta$ = 60°. Apply the above information to obtain the magnitude and orientation of the joint force at O. (15 marks) (c) Compute the magnitude of moment M. (5 marks)

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