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rick wade

rick w.

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A nurse is assisting a client who has a prescription for a mechanical soft diet. Which of the following are appropriate selections for the client? Select all that apply. Question 7 options: A) Mashed carrots B) Fresh strawberries C) Cottage cheese D) Dried prunes E) Ground turkey

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Question 1 Angiosperms are A none of these. B animals we would often call "warm blooded". C species that are located in a specific geographic region. D plants like conifers.

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What are the facts and outcome of Atlas Express v Kafco [1989[ QB 833?

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The more a good or a service is considered to be a luxury, the relatively more demand will be.

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Use algebra to find the inverse of the function f(x) = 3x - 7 The inverse function is $f^{-1}(x) = $

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A car is being driven at a rate of 40 ft/sec when the brakes are applied. The car decelerates at a constant rate of 8 ft/sec^2. Calculate how far the car travels in the time it takes to stop. Round your answer to one decimal place.

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a) Give all possible assignments of values to u,v,w,x below so the bipartite system is valid and the matching is stable. Hint: u,v = 1,0 or 0,1, same for w,x. [A B] 0 [B A] 1 • A [u v] B [w x] b) Repeat a) so that the system is valid and the matching is unstable.

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3. Write the full, abbreviated, and by Principal Quantum Number electron configuration for nickel?

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Lesson 3 Assignment 3 Time Value of Money. Read the following: Ms. Paige Turner has inherited a pile of cash from a long lost Uncle who resided in Key West. Ms. Turner has spent a portion of the funds on necessities- corvette, stereo, and a party with live entertainment performed by KC and the Sunshine Band, the Captain & Teneal, and Barry Manilow. The money she has left she would like to invest. You are her financial advisor and she asks you the following questions: 1. How much would my investment be worth in 20 years if I invested in a fixed account at 6% per annum? 2. If I put $12,000 per year into an annuity, what will it be worth in 30 years if I can earn 8% per annum? Amount to invest $300,000. Understanding Time Value of Money is critical. Not only is it used in business, but it is used by each of us throughout life (retirement accounts, home mortgages, loan financing, etc.). Requirements: 1. APA format required. 2. Length (3-4 pages including cover page and reference page) 3. Write in third person. 4. Your name must be on your cover sheet. 5. Your paper should include the following: Brief description of the risk and reward of each option. Include the calculated values requested . I expect to see calculations. It is okay to use Excel to do calculations, just make sure you submit your Excel spreadsheet (use email to submit). Provide a recommendation on which option to choose and support your choice. 6. Be sure to include references and use proper citations.

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Rewrite the given python program such that it doesn't use the ** operator and also use a for-loop to compute x = b**n in the following way: r = 1 for counter in range (n): r = r * b You may assume that n is always an int value. Given Python Program The formula for computing the final amount if one is earning compound interest is given on Wikipedia as $A = P(1 + \frac{r}{n})^{nt}$ Where, \begin{itemize} \item P = principal amount (initial investment) \item r = annual nominal interest rate (as a decimal) \item n = number of times the interest is compounded per year \item t = number of years \end{itemize} Write a Python program that assigns the principal amount of 10000 to variable P, assign to n the value 12, and assign to r the interest rate of 8% (0.08). Then have the program prompt the user for the number of years, t, that the money will be compounded for. Calculate and print the final amount after t years. P = 10000 n = 12 r = 0.08 t = int(input("Compound for how many years? ")) final = P * (((1 + (r/n)) ** (n * t))) print ("The final amount after", t, "years is", final)

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