careful to follow significant figure rules in each calculation. Part I: Density of Unknown Liquid 1. Calculate the mass of the liquid for each trial. (Subtract the mass of the empty graduated cylinder from the mass of the graduated cylinder with liquid.) * Trial 1: 35.46-25.3=10.16 * Trial 2: 36.01-25.39=10.62 * Trial 3: 36.41-26.03=10.38 2. Calculate the density of the unknown liquid for each trial. (Divide the mass of the liquid calculated above by
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Department of Applied Finance and Actuarial Studies ACST101 : TECHNIQUES AND ELEMENTS OF FINANCE TECHNIQUES READING FOR WEEK 1 SIMPLE INTEREST & SIMPLE DISCOUNT INTRODUCTION TO TECHNIQUES The first half of the lectures develop the basic techniques required to solve financial problems: - Simple interest and simple discount which are usually only used for transactions of a short duration. The price paid for securities purchased in the money market is usually calculated using a simple interest
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Prices and Markets Questions for Demonstration Lectures QUESTIONS IN RED MUST BE ATTEMPTED BY STUDENTS FIRST. STUDENTS HAVE FIVE (5) MINUTES TO ANSWER THE QUESTION ON THEIR OWN AND FIFTEEN (15) MINUTES TO DISCUSS THEIR ANSWERS IN A GROUP OF 2-4 INDIVIDUALS. Your tutors will be available throughout this period to help you answer any questions. The questions marked with **** will not de discussed in the tutorial and must be attempted by students on their own. If you have any questions please
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UEE301 DIRECT CURRENT MACHINES AND TRANSFORMERS | L | T | P | Cr | | 3 | 1 | 2 | 4.5 | Prerequisite(s): None | Single phase Transformers: Introduction‚ Basic principle‚ Types of transformer‚ Construction of singlephase transformer‚ Transformer windings‚ Terminals and leads‚ Bushings‚ Tapping‚ Cooling of transformer‚ Transformer oil‚ Conservator and breather‚ Buchhloz realy‚ Transformer tank‚ EMF equation of a transformer‚ Stepup and stepdown transformer‚ Transformer on noload and on load‚ Magnetic
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Carol Inc is considering the following three prices to charge customers for each of the candy packets they produce: i) $2.20 ii) $2.00 iii) $1.70 The relevant data for decision-making is below: Fixed Costs = $1200 Variable Costs = $0.50 per unit Calculate the following: a) The Breakeven Point for each price level b) Using price of $2.20 what would be the new breakeven point if (1) fixed costs decreased to $1000 all else remaining the same‚ (2) Variable costs increased to $0.75 all else remaining the
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materials 220‚000 Insurance 150‚000 Utilities 190‚000 Repairs and Maintentance 180‚000 Depreciation 320‚000 Required: 1. Calculate the predetermined overhead application rate for the year. 2. Determine the amount of manufacturing overhead applied to work in process during the year. 3. Determine the amount of underapplied or overapplied overhead for the year. Solution Problem 1 1. Calculate the predetermined overhead application rate for the year. The predetermined overhead rate is budgeted overhead/budgeted
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SEMINAR 4: FRIDAY 7th NOVEMBER 2014 ASSET PRICING Seminar Questions to be completed before class 1. Explain‚ using examples the difference between systematic risk and unsystematic risk. 2. Why is it useful to calculate returns on assets using either a one-factor model such as‚ CAPM or a multi-factor model such as‚ APT? 3. Answer questions 8 and 10 on page 316 of the Hillier et al. (2013) text. 4. Multifactor Model The monthly return on an asset‚ Rs is determined by the following equation: Rs = 0
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Not to scale 10 cm 5 cm 24 cm (a) Calculate the volume of the full cone. (3 marks) (b) By using similar figures‚ calculate the volume of the flower bowl. (4 marks) © CIMT and e-Learning Jamaica 1 UNIT 33 Congruence and Similarity: CSEC Revision Test MEP Jamaica: STRAND I UNIT 33 Congruence and Similarity CSEC Revision Test C 3. 1 cm D E 2 cm 2 cm B A In the triangle‚ ABC‚ DE is parallel to AB‚ CE = 1 cm and DE = EB = 2 cm . Calculate: 4. (a) the length of AB‚ (2 marks)
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Grade-12-Physical-Science-March-2011-Paper-1 MARKS: 150 TIME: 3 hours This question paper consists of 16 pages and 3 data sheets. |INSTRUCTIONS AND INFORMATION | | | |1. |Write your centre number and examination number in the appropriate spaces on the ANSWER
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probability that one of the outcomes will occur is ¼ or 25% we can see how this is calculate. For examples we know that in tossing two pennies‚ the probability of heads occurring on one penny is ½. The probability of head occurring on both pennies is ½ x ½ = ¼. 9. Using the law of probability‚ predict the expected outcomes of tossing two pennies. Record the expected outcomes in the proper column in Table 2. Calculate the percent of the total that each combination is expected to occur. To find the
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