5. What is the expected value of building a small complex when no market research is done (a) $524, 000 (b) $564, 000 (c) $436, 680 (d) $376,000 (e) $436,000
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A development corporation purchased land that will be the site of a new luxury condominium complex. Management is considering a six month market research study designed to learn more about potential market acceptance of the condominium project. Management anticipates that, if conducted, the market research study will provide one of the following two results.
1. Favorable report (F): A significant number of the individuals contacted express interest in purchasing a condominium.
2. Unfavorable report (U): Very few of the individuals contacted express interest in purchasing a condo- minium.
After deciding whether to conduct the market research study, they have the following two decision alternatives.
d1 = a small complex with 30 condominiums
d2 = a medium complex with 60 condominiums
Following this, a chance
s2 = weak demand for the condominiums
The payoffs, probabilities, and decision tree associated with this problem are given on the next page.
Note that payoffs are given in thousands of dollars.
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- In a tidal river, the time between high and low tide is 6.8 hours. At high tide the depth of water is 16.2 feet, while at low tide the depth is 4.1 feet. Assume the water depth as a function of time can be expressed by a trigonometric function (sine or cosine). (a) Graph the depth of waler over time if there is a high tide at 12:00 noon. Label your graph indicating low and high tide. Select the letter of the graph which best matches your graph. Assume that t = 0 is noon. Choose v (b) Write an equation for the depth f(t) of the tide (in feet) t hours after 12:00 noon. f(t) = help (formulas) (c) A boat requires a depth of 8 feet to set sail, and is docked at 12:00 noon. What is the latest time in the afternoon it can set sail? Round your answer to the nearest minute. For example, if you find f(t) = 8 when t = 1.25, you would answer at 1:15 PM (since this is 1 and a quarter hours after noon). The latest the boat can leave is at PMPalm Bea X A 3/10/21 L10.1 Parts of Cir K Maya Paniagua - L10.1 HW X D IXL - Area and circumferen x A web.kamihq.com/web/viewer.html?state=%7B"ids"%3A%5B"1KHIs5sacSqk-k-078AH980gYWNdhsYOI"%5D%2C"a E Maya Paniagua - Cl. lu e A Geometry 202. Maya Paniagua - L10.1 HW.pdf 100% Name: Unit 10: Circles Date: Per: Homework 1: Parts of Circles; Area & Circumference ** This is a 2-page document! ** 1. Give an example of each circle part using the diagram below. a) Center: h) Minor Arc: b) Radius: 1) Major Arc: c) Chord: ) Semicircle: d) Diameter: k) Central Angle: e) Secant: I) Inscribed Angle: f) Tangent: g) Point of Tangency: eirolo belowStats Review 8 X ← → CO r sd206.org bookmarks. E- Edulastic: Form X → TextNow E. Question 12/22 !V NEXT Mr. Ackerman Total X Ms. Husted app.edulastic.com/student/assessment/6332ea3a4a6600000713dfcc/class/62f3b538951d49af6e3cfbda/uta/6335c837b51d6800090484b3/itemld/... < Part A Complete the two-way frequency table below. Boys Two Cups" X b Success Confil X Supreme Court Cas... e New Tab BOOKMARK ✓ CHECK ANSWER Girls X Messenger X M [EXTERNAL EN X b Answered: 11 Part B Which teacher was voted favorite by the greater number of students in the fifth-grade class? Part C Which teacher was voted favorite by the greater number of boys in the fifth-grade class? X + Total 19 X ☐ ⠀ * +
- heat boundry value PDE0.7 0.8 0.9 1.1 h(q) 652 614 579 545 513 Estimate h' (0.9) using the table above. h'(0.9) 2 Previewcm 74 9735 51. .65x74 651 89*6. 71-38 lsb een 159.68 cm +447 495.1 *2.5 (9) TEIC. P(Z c) = 0.39. 30.0 (b) PEA.88 (b) 521 f. Find c if P(-c 1.24) 29tunima.II (b) Page 1 of 4 SX2 X=4+2(0) Smol ברךVNIHO NI L Name: zwod 3E.IS equor 8 (5) 88.0 (p) Found 97.35 % of mal Distribution (Conce 8\x (d) AXXI (d) 81.0 (d) *28.CA (5) AT bris OE (d) 88.0 (0) 11.0 (d) e2.0 (p) 0 (d) A8 IV (9) tsszonow I asW 169 wo way no Z~ N CM G nwo muoy no ol wo way no o nwo uby no nwo wuoy no o 98 aro (6) T a1.ea bns 48 23 (1) ماما ، .28 1.37 7. The golf scores for a school team were normally distributed with a mean of 68 and a standard deviation of Then X~ N(6₂8 three. Let X = golf score for a random school team, then fill in the blanks: 31
- a 3. qer 2. 3. 4. 5. 9. 24 esc % IIO dy = X Equation: 10x-1 8. 10) B. C. Directions- Create an equation to solve for x, then solve to find its Question 3/10 app edulastic com essessment/o231b5faa895ad0009f03964/class/6198C7ae64e00e8do200ecb1/cta 62611ébo7740e NEXT BOOKMARK E- Edulastic V CHECK AN My Questions | bartleby + xHW 4.2 due 1/8 Friday M Julian1.11MathProgressReport x 4 Julian due Friday 12/1 x puilder/student/5ffe0205d22d9bb79e40cffb#screenldx-D1 HW Q1 It takes an ant farm 3 days to consume 1/2 of an apple. Una granja de hormigas necesita 3 días para consumir 1/2 manzana. At that rate, in how many days will the ant farm consume 3 apples? Explain how you found your answer. A ese ritmo, ¿en cuántos días la granja de hormigas consumirá 3 manzanas? Explica cómo encontraste tu respuesta. Submirond ExplainEston P(Z < c) = 0.7558 Find c rounded to 2 decimal places. Submit Question
- Login | bartleby /c/MTE5MzcwODQONTI2/a/MjkONjMONzQOMTY5/details e Gmail Translate A P.1 English 11/SEL. 2 Int Math I [Per. 2]. Apex Learning H Over nearly 80 year. Interim Assessment. * english 1110.doox New Tab Springboard - Home E Pa S-14 Review Exp & Logs Prac.docx Open with B) How much will Penelope investment be worth if, she invests $13,000 in a bank that pays 2% for interest compounded continuously for 5 years? A= ? P = e = # in calculator or 2.718281... %3D r = t = Continuously Compounded Interest A= Pe"Time (s) Velocity (ft/s) Time (s) Velocity (ft/s) 7. You and a companion are driving a twisty stretch of road in a car with a speedometer but no odometer. To find out how long this road is, you record the car's velocity at 10-second intervals. TTI 70 11 10 32 80 23 20 36 90 32 30 26 100 22 40 47 110 10 50 49 120 29 60 19 a. Estimate the length of the road using left-endpoint values. 3660 ft b. Estimate the length of the road using right-endpoint values. ft 80 F3 000 000 F4 99 esc F2 F5 F6 F7 F8 F9 F10 F12 %23 $ & * 1 2 3 4 6 7 8 delete { Q W E R Y U tab 11 A S D G H J K caps lock return > C V N M shift shift V - - B N778/quizzes/3184993?module_item_id%3D29395812 9. Maggie recorded the population for two different cities in North Carolina. The results are shown in the table below Time City 1, NC City 2, NC (years) 2008 950 150 2010 1,248 1,551 299 2012 598 2014 1,862 Which statement best describes her data? 1196 [A] Both cities" population changed at a constant rate. [B] Both cities' population changed at an exponential rate. [C] City 1 increased its population at a constant City 2 increased its popu on at an exponential rate. [D] City 1 increased its population at an exponential rate, and City 2 increased its population 10. Identify the initial amount a and the growth factor b in the exponential function. y = 200(1.0875)* a. a = 1.0875, b = 200 cC. a = 200, b = 1.0875 b. a = .0875, b 200 d. a = 200, b = .0875 11. Which of the following equations represents exponential growth? b. y = 125(.75)* C. y = 100(1.04) d. y = -4 a. to orponential arowth 2