Average markup percentage = 70‚000/230‚000 x 100 = 30.43% Instructor Explanation: $60‚000 + $40‚000 + $30‚000 + $50‚000 + $20‚000 + $30‚000 = $230‚000 ($300‚000 - $230‚000) / $230‚000 = 30.4% Points Received: 5 of 5 Comments: Question 2. Question : Related to Problem 1‚ compute the average markup percentage for setting prices as a percentage of the variable cost of the product. Student Answer: Direct materials $60‚000 Direct manufacturing labor $40‚000 Factory overhead-variable
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not committed by one who breaks and enters his own dwelling or other building‚ it has‚ however‚ also been held that the mere existence of the marriage relationship does not preclude the one spouse from committing burglary against the other spouse. 2. What test did the court apply in order to determine that the husband had no right to enter the home? The test the court applied in order to determine that the husband had no right to enter the house was the fact that a husband‚ although physically
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customers’ Web content because it would devise faster routes for information to travel. Akamai has over 11 thousand networks with 48000 servers are have a presence in over 70 countries worldwide. Some of Akamai’s big named customers include: Apple‚ NASDAQ‚ GM motors‚ XM radio. The company maintains a corporate and
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Name: ___________________________________ Date:_____________ Period: _______________ 1. Where on the normal curve are the inflection points located? Where the slope starts to drop off at. 2. What is the standard normal distribution? A standard Normal distribution is a Normal curve with a mean of 0 and a standard deviation of 1. 3. What information does the standard normal table give? The area that falls to the left of the given z-score. 4. How do you use the standard normal table (Table
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CLICK TO DOWNLOAD MAT540 Week 3 Homework Chapter 14 1. The Hoylake Rescue Squad receives an emergency call every 1‚ 2‚ 3‚ 4‚ 5‚ or 6 hours‚ according to the following probability distribution. The squad is on duty 24 hours per day‚ 7 days per week: Time Between Emergency Calls (hr.) Probability 1 0.05 2 0.10 3 0.30 4 0.30 5 0.20 6 0.05 1.00 a. Simulate the emergency calls for 3 days (note that this will require a “running”‚ or cumulative‚ hourly clock)‚ using
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CLICK TO DOWNLOAD MGMT 520 Week 5 Midterm Exam 1. (TCO I) Marianne Jennings wrote an article‚ “Why an International Code of Ethics would be good‚” which was assigned to be read at the beginning of the course. As you have worked throughout this session‚ you should have considered this article and how it may or may not have impacted different situations in the world economic/business/legal/political environments.....…Great Depression 2. (TCO A) Use the fact pattern you received in the above Marianne
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· Dosage of medication · Route of administration · Time and frequency of medication administration – exact times or number of times per day (dictated by facility policy or specific qualities of the medication). · Signature of prescribing provider. 2. What are the best steps to take when a client refuses a medication? Always remember that even though a client has a right to refuse there is a need to follow protocol: Clients have the right to refuse to take a medication. Determine the reason for
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1 What changes when an ion is formed from an atom? A. Neutrons are lost or gained. B. Protons are lost or gained. C. The nucleus disintegrates. D. Electrons are lost or gained. E. Either protons or electrons are lost or gained. 2 When comparing a 10.00 g sample of iron with a 10.00 g sample of lead: A. each sample has the same number of atoms. B. there are more iron atoms than lead atoms. C. there are more lead atoms than iron atoms. D. it is not possible to tell which sample contains
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Michelle White FI-516 – WEEK 3 HOMEWORK PROBLEMS Problem No. 1 on Options based on Chapter 8 A Call Option on the stock of XYZ Company has a market price of $9.00. The price of the underlying stock is $36.00‚ and the strike price of the option is $30.00 per share. What is the Exercise Value of this Call Option? What is the Time Value of the Option? EV = $36.00 - $30.00 = $6 EV = $6.00 TV = $9.00 - $6.00 = $3.00 TV = $3.00 Problem No. 2 on Options based on Chapter 8 The
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Homework Week 4 1. Section 3.1‚ Exercise #14‚ p. 125 Finding Probabilities consider a company that selects employees for random drug tests. The company uses a computer to select randomly employee numbers that range from 1 to 6296. Find the probability of selecting a number greater than 1000. P(E) = Number of outcomes in E / Total number of Outcomes in sample space Number of outcomes in E = 6296 – 100 = 5296 The probability = P(E) = 5296 / 6296 =
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