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The Food Co-op Club boasts that it has 4,100 members and a 155% increase in sales. The markup is 31% based on cost. What would be its percent markup if selling price were the base? Note: Round your answer to the nearest hundredth percent.

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Seasonal affective disorder is a type of depression. ? True ? False

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What change to our aggregate model of the economy would cause both inflation and unemployment to increase simultaneously? Multiple Choice a leftward shift of aggregate supply a rightward shift of aggregate demand a rightward shift of aggregate supply

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Complete the unadjusted, adjusted, adjusted trial balance, income statement, and balance sheet, please. Thank you. Problem 30 Items for adjustments at May 31, 2019: 1. Supplies on hand are P5,000. 2. Depreciation expense for furniture and fixtures and equipment is P2,500 and P4,000, respectively. 3. Accrued salary amounts to P3,000. Accrued utilities expense amounts to P500. Provided below is the: Cash: $50,000.00 Supplies: P7,500.00 Accumulated Depreciation: $6,000.00 Accounts Payable: $29,000.00 Salaries Payable: $2,500.00 Utilities Payable: $300.00 Total: $231,000.00 Equities: $86,300.00 Total: P286,300.00 The following transactions took place in May 2019: May 2: Services for cash, P10,000. May 4: Ella, capital for P25,000 cash. May 26: Ordered catering services for P15,000 cash. May 31: Paid utilities expense, P1,500. Requirements: Total: __

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Question 2 (3 marks) Citibank quotes US dollars per pound at $1.54 per £, NatWest bank quotes euro per pound at €1.60 per £, Deutschebank quotes US dollars per euro at $0.97 per €. What is the potential currency arbitrage profit of a trader at Citibank with $1,000,000? Show your calculations. Question 3 (6 marks) (a) What does the Interest Rate Parity theory postulate? (2 marks) (b) Provide a numerical example to illustrate the Interest Rate Parity theory. (2 marks) (c) Show the derivation of the Interest Rate Parity condition: $F_1/e_0 = (1+i^H)/(1+i^F)$. (2 marks)

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Required information Consider the given circuit where $I_1 = 4.250$ A and $R_x = 10.00$ ?. Employ superposition to determine the individual contribution from each independent source to the current $i_x$ as labeled in the given circuit. (Round the final answer to three decimal places.) The value of current $i_x$ is ____ A. The contribution of the 4.250 A current source to $i_x$ is ____ A. The contribution of the 2 V voltage source to $i_x$ is ____ A.

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CHEM 2261 Sp23 Quiz 6 Alkyne Reactions, Oxidations and Syntheses #- Bu #- Bu #-Bu #-Bu Code Name: #-Bu #- Bu #- Bu Due on Monday, Apr. 17th at 11:30 am in 103 Williams. (If absent, submit as a pdf with excused absence document in Excused Absence portal on CHEM 2261 Moodle) 1) Predict the Major product(s) for the following reaction (from pages 178-190 in the notes). COUNT your carbons! (5 pts. total) Show the correct stereochemistry when needed!! Ph $KMnO_4$, $NaOH(aq)$ cold 2) (1 point/box) Complete the following syntheses with the missing reagent(s) and major product(s) after each step to make the desired final product(s) shown. Count your carbons! Show the correct molecular geometry and show stereochemistry when formed. (5 pts. total) Br Br Ph 0

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Please answer all the given questions 1. Sohar is a manufacturing company which provided the following particulars for a process: Time Rate Standard time and quantity One working week manufacture in units: Standard payment per week 6 OMR per hour 10 hours per day, 100 units per day Mazin = 500 units, Khalid = 400 units, Maryam = 550 300 OMR per week Calculate the total earnings for each worker in week time, [considering they are working 5 days a week] under Gantt's Task System. [4 Marks] Answer:

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1. Calculate the currents $I_1$, $I_2$, and $I_3$ in the circuit diagram shown below using Kirchhoff's junction and loop rules. (If any direction is chosen wrong, that current value will be negative when the mathematical system of equations is solved.) $R_1 = 100 \Omega$, $R_2 = 10 \Omega$, and $R_3 = 5 \Omega$. $\mathcal{E}_1 = 12 V$ and $\mathcal{E}_2 = 6 V$.

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Problem 3: You want to analyze the forces around the knee joint of your yoga instructor during the Sun Salutation pose (as seen below in A). A) Assume you can model the linkage of the feet with the ground as a fixed constraint acting at a single point. Draw a FBD of the whole body in this position and calculate the reactive components (both force and moment) at the feet during equilibrium. Assume that the z positon of the CG of the instructor is located 10 cm behind the feet (in the negative z-direction), and the the instructor ways 700 N. (2 points) B) Including the information from part A), calculate the muscle tension in the hip flexors and magnitude of the joint reaction force at the hip given the following simplified diagram of the leg. You can assume the leg acts as a single rigid body (ie the knee is locked) and that no other muscles are contributing significantly. The length of the leg is 1m, the center of gravity of the leg is located 0.4 m from the hip joint, and the hip flexor muscle tension makes as 15° angle with the leg with attachments 0.1m below the joint. (5 Points) Hints: Think about what angle the muscle tension makes with the horizontal. Include both components of the ground reaction in your calculations. Do both components of the muscle tension (X and Y) have a non-zero moment arm? Joint F_M Weight of Leg = 100N 75° Ground Reaction from A

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