g. Find the 95% prediction interval for the sales for 1 week having 50 calls. Interpret this interval. h. What can we say about the sales when we had 100 calls in a week? (Points : 48) 4 Question 1. 1.
| Net present value | $ | b. | What is the impact on NPV for the Kiddy Dozer if the actual sales are 50,000 per year? $70,000 per year? (Enter your answer in thousands of dollars. Round your answer to the nearest thousand.)
2.The recommended dosage of Oncaspar is 2,500 units/meter squared/dose IV daily x 14 days for adults and children with a BSA greater than 0.6 meters squared.What dose of Oncaspar should be given to an adult patient with a BSA of 1.62 meters squared? 1.-----  3.The physician has ordered D5 1/2 NS with KCl 20 mEq/L IV at 30 mL/hr. You have chosen to use a 250 mL bag of D5 1/2 NS. Your supply is KCL 2 mEq/mL. What volume of
Husky used annual observations from 20 prior years to estimate each of the four equations. Following are a definition of the variables used in the four equations and a statistical summary of these equations: St = Forecasted sales in dollars for Lockit in period t St–1 = Actual sales in dollars for Lockit in period t – 1 Gt = Forecasted U.S. gross domestic product in period t Gt–1 = Actual U.S. gross domestic product in period t – 1 Nt–1 = Lockit’s net income in period t – 1 Required: 1. Write Equations 2 and 4 in the form Y = a + bx. 2. If actual sales are $1,500,000 in 2009, what would be the forecasted sales for Lockit in 2010?
The number of terms is n=10, the first term is a1=525, the common ratio is r = 1.05. Although the initial balance is $500, a1 = $525 because the first term of the sequence is at the end of the first year, so it must include the interest on the $500. The ending balance can now be found An = a1(rn-1) A10 = 525(1.05)9 A10 = 525(1.55132822) A10 = 814.447316 814.447316 can be rounded to 814.45, thus showing that the ending balance after 10 years is $814.45. The formula to solve this problem was found on page 229 in in Mathematics in Our World (Bluman,
State in a few words, what is an exponential function? What is the natural exponential function? Evaluate 4–1.5 using a calculator. Round your answer to three decimal places. The formula S = C (1 + r)^t models inflation, where C = the value today r = the annual inflation rate S = the inflated value t years from now Use this formula to solve the following problem: If the inflation rate is 3%, how much will a house now worth $510,000 be worth in 5 years?
It was discovered that the mean life was 362 days and the sample standard deviation was 10 days. The research department decided to conduct the test at the 0.05 level of significance whether the modification actually increased the life of the AAA battery. What was their decision rule? A. Reject the null hypothesis if computed z is 1.96 or greater.
MGSC 6207 Homework 1 – Due January 19, 2012 Problem 1 The 2010 U.S. Census asked for each person’s age. Suppose that a sample of 40 households taken from the census data showed the age of the first person recorded on the census form to be as follows: 19 21 22 22 24 25 25 31 26 26 27 28 29 29 29 32 33 34 35 38 38 38 38 40 42 47 48 49 50 52 52 33 55 58 63 70 81 41 42 31 ANSWER A. Compute P 10 A. ______________ B. Compute P 80 B. ______________ C. Compute Q1 C. ______________ D. Compute Q3 D. _____________ E. Compute the Interquartile Range that is defined as IQR Q3 Q1 . E. ______________ F. Compute the Range of the data that is defined as the maximum – minimum values in the dataset.
The data is read as follows: • The total demand for the six months is 4650 units. • The current inventory is 50 and • The target inventory for the end of the six month is 25, • This is where we have to reduce the required production for the six months So, we have no we should have 4625, brought on by (4650-25). The rest of the formula goes like this: 4625/ 6 months = 771. And this will be the required number of pumps needed monthly. Next is the number of pumps one employee can produce in one month.
Use a format similar to the illustrations in Exhibits 9–4, 9–5, and 9–6. In each case, assume that a full year of depreciation was taken in 2005. 1. Straight-line. Cost – Residual Value $40,000 - $5,000 Years of Life 5 Depreciation $7,000 Annually Depreciation Schedule: Straight - Line Method Year Computation Depreciation Expense Accumulated Depreciation Book Value $ 40,000 First 35,000 x 1/5 $7,000 $ 7,000 $ 33,000 Second 35,000 x 1/5 $7,000 $ 14,000 $ 26,000 Third 35,000 x 1/5 $7,000 $ 21,000 $ 19,000 Fourth 35,000 x 1/5 $7,000 $ 28,000 $ 12,000 Fifth 35,000 x 1/5 $7,000 $ 35,000 $ 5,000 Total $35,000 2.