qadeaie mdel wih g a algibraicalty dng an exponential model "good points" and develop an exponential model...
eqadeaie modet wih algibraicalty s dng an exponential model "good points" and develop an exponential mdel for the data (5 pts oose the points (5,317)and (7.7) nd the value of a and & for the function D()-ab D(5)-ab- 317 D G) aL D(?)-ab-7??? D(?) D(S) ab ab 531 317 17 3 eqadeaie modet wih algibraicalty s dng an exponential model "good points" and develop an exponential mdel for the data (5 pts oose the points (5,317)and (7.7) nd the value...
solve questions 2-5 completely For each set of values, determine whether an exponential function is a good model. If so, find the function. If not, explain why (2 pts) 9 y 6 22 54 102 145 The exponential function isn't the best model since the values from the model is farther than actual value. The best model is the quadratic model y-1.25<e-2 u5 Project 1 116 MTHH 040 (2 pts) 2 y 40.2 19.8 9.9 5.12.5 3. (2 pts) 2...
Due Fri 04/10/2020 11:59 pm Show Intro/Instructions Use exponential regression to find an exponential function that best fits this data. f(x) = Preview Use linear regression to find an linear function that best fits this data. g(x)= Preview Of these two, which equation best fits the data? Exponential Linear Get help: Video Points possible: 7 This is attempt 1 of 3. ote 5 ⓇW 9
Any help? -/5 POINTS DEVORESTAT9 4.E.061. Data collected at an airport suggests that an exponential distribution with mean value 2.645 hours is a good model for rainfall duration. (a) What is the probability that the duration of a particular rainfall event at this location is at least 2 hours? At most 3 hours? Between 2 and 3 hours? (Round your answers to four decimal places.) at least 2 hours at most 3 hours between 2 and 3 hours (b) What...
I really need your help to answer this question for Tables 1 - 5. Thank you so much I appreciate it!!! For each set of values, determine whether an exponential function is a good model. If so, find the function. If not, explain why. Part C-Linear and Exponential Models (possible 15 points) You can transform an exponential function into a linear function by taking the logarithm of each side. Since linear models are easy to recognize, you can then determine...
17. Given the function f(x) = ? answer the following questions: [4 Points] x+1 (a) What is the inverse function f-(x)? Show all work that leads to the final answer. (b) What is the Range of f-1(x)? 18. Determine whether the following functions represent linear data, exponential data or neither. [4 Points). f(x) х -1 g(x) 5 1 0 16 1 4 1 4 Х -1 0 1 2 3 o 2 7 1 2 3 16 Linear, Exponential or...
1. (34 points) Consider the demand function for good X: x= (A P3 - MP,Px M = income M= 1 Px = 1 Py = 3 a) (7 points) Calculate the value of own-price elasticity of good X, ε. b) (9 points) Suppose ε = -0.9. Explain what this tells you. c) (7 points) Calculate the value of cross-price elasticity (the elasticity of good X with respect to the price of good Y), Exp... d) (11 points) Suppose Exp, =...
(1 point) The figures below show the graphs of the exponential functions f(x) and g(x), and the linear function, h(x). The function f(x) has y-intercept 0.75 and goes through the point (1,6). The function g(x) has y-intercept 6 and goes through the point (2,6/49). The function h(x) has y-intercept 5 and goes through the point (a, a + 5). y = f(x) y = g(x) y = h(x) (Click on a graph to enlarge it.) help (formulas) (a) Find a...
(4 points) The marketing manager at Super Foods wants to develop a regression model to predict monthly sales per store of a power bar (in the number of power bars sold in a month) and to determine what variables influence the sales. Two variables are considered here: the price of the power bar, (in cents) and the monthly budget for the in-store promotional expenditures (in dollars). Data are collected from a sample of 20 stores in a supermarket chain and...
Develop a linear programming model for this problem. (Do Not Solve The Problem Warehouse City E City. E City G City H Warehouse Supply 0.53 0.21 0.52 0.41 4000 B 0.31 0.38 0.41 0.29 6000 0.56 0.32 0.54 0.33 4000 D 0.42 0.55 0.34 0.52 5500 City Demand 3.400 2,000 6.500 5.750 Based on the data provided, write your answers to the following questions: 1. Write the objective function for this model 2. Write the supply constraint for Warehouse A....