Here is the optimal tableau for a standard Max problem. The original rhs was Z 1 0 0 0 #2 5 .3 28 X3 KA 3 0 81 6 210 2 2 XI 0 1 7.5 0 –.1 0 360 0 -8 0 -1/15 -3 1 1/15 -1/10 0 82 5 .2 12 83 0 [300] 180 but the value of ba has been changed to 173 300 0 1 rhs 2700 6 60 2 First use the B-matrix method to find the new rhs for the above tableau (recall the shortcut for updated is y b where y is the dual solution and b is the updated rhs). what is the new value of bg in the updated tableau? -24 Complete using the Dual Simplex. what is the optimal value of z? 2200

Here is the optimal tableau for a standard Max problem. The original rhs was Z 1 0 0 0 #2 5 .3 28 X3 KA 3 0 81 6 210 2 2 XI 0 1 7.5 0 –.1 0 360 0 -8 0 -1/15 -3 1 1/15 -1/10 0 82 5 .2 12 83 0 [300] 180 but the value of ba has been changed to 173 300 0 1 rhs 2700 6 60 2 First use the B-matrix method to find the new rhs for the above tableau (recall the shortcut for updated is y b where y is the dual solution and b is the updated rhs). what is the new value of bg in the updated tableau? -24 Complete using the Dual Simplex. what is the optimal value of z? 2200

Algebra and Trigonometry (6th Edition)

6th Edition

ISBN:9780134463216

Author:Robert F. Blitzer

Publisher:Robert F. Blitzer

ChapterP: Prerequisites: Fundamental Concepts Of Algebra

Section: Chapter Questions

Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...

See similar textbooks

Similar questions

6. 7. 3 1A Input Equation Output y= 2 y 2. 1 4 Equation 1 y =-x Input Output y 4
Table 1 gives data on GDP (Y - in billions), foreign direct investment (X₂ - in billions), and corruption index (X3) 31. Y 45 50 54 58 63 69 74 78 X₂ 75 78 83 86 90 93 98 100 X3 15 12 9 6 3 -2 -5 -8 What is the value of Σx and Σx3, given that x₁ = X; - X? A. 579 and 475 B. 959 and 737 C. 675.2500 and -518.2500 D. - 567.1456and 255.3750
The following equation represents a population model that is estimated using OLS: Y=k+wU+u. Where Y are average earnings, U is unemployment rate, and u is the error term. The relationship between unemployment on the income is described by: Ok w+k k-u None of the other answers is correct
Refer to the original question, but use this data instead:use this data instead: Max 2500E + 2100L s.t. 6E+4L <= 2400 L <= 250 3E + 4L <= 1500 E,L >= 0 a. What is the optimal solution value for E (number of units of the EZ-Rider)?b. What is the optimal solution value for L (number of units of the Lady-Sport)?c. What is the profit?
A A Aa - 三、m+F。 AaBbCcDc AaBbCcDc AaBbC Aa A y - A E = - 1 Normal 1 No Spac. Heading He Paragraph 4. The following information is reported for three clinical units during the month of November. Count Pediatrics Orthopedics Psychiatry Bed Count 12 15 10 Beginning Census Admissions Discharges-live Deaths IP Service Days 10 12 85 122 54 86 120 53 1 344 433 284 Based on the data, calculate the following: a) Average daily inpatient census for each of the three clinical units b) Ending census (November 30) for each of the three clinical units c) Total inpatient service days for the three clinical units for November
b) The following incomplete y versus x data is given. 2 4. 7 6. ??? 15 5 11 2?? 32 The data is fit by quadratic spline interpolants given by ax -1, -2x? + 14x – 9, 1sxs2 f(x) = bx2 + cx + d, 25x2-303x + 928, 6SxS7 Determine the missing entries in the table and the coefficients, a, b. c, and d of these quadratic splines.
I need help with part b please
Put into words the meaning of P(z).
Please complete the regression table shown in the picture below
This is question 4 from my homework, please help me!
Example 7.33. Find the cubic spline interpolation for the data 1 2 3 4 5 f(x): 1 0 1 0 1
10. 11. Fred jumps off of a building that is 250 feet high. The table below shows his distance from the ground. Time (sec) Height (ft) Type a response 0 250 1 243 Type a response 2 225 Write the equation that best models the data. Make sure you rounds to thousandths (3 numbers behind the decimal). 0 250 3 205 Fred jumps off of a building that is 250 feet high. The table below shows his distance from the ground. Time (sec) Height (ft) Predict Fred's distance from the ground after 3.5 seconds. 1 243 4 175 2 225 3 205 5 120 4 175 5 120 * REQUIRED 1