Question: Here are the initial and optimal tableaus for a Max LP: If needed enter infinity as an answer; also vectors comma separated, no spaces and

Here are the initial and optimal tableaus for a

Here are the initial and optimal tableaus for a Max LP: If needed enter infinity as an answer; also vectors comma separated, no spaces and use fractions z100x1332x21026x3321s1010s2001rhs0912z100x1313731x2001x3343761s1010s2353161rhs2052 1. what is the reduced cost for x1 (as a fraction) 2. What is the second row of B1 (no brackets or spaces) 3. What is the allowable increase for cx2 4. What is the allowable decrease for cx2 5. What is row 1 of B Here are the initial and optimal tableaus for a Max LP: If needed enter infinity as an answer; also vectors comma separated, no spaces and use fractions z100x1332x21026x3321s1010s2001rhs0912z100x1313731x2001x3343761s1010s2353161rhs2052 1. what is the reduced cost for x1 (as a fraction) 2. What is the second row of B1 (no brackets or spaces) 3. What is the allowable increase for cx2 4. What is the allowable decrease for cx2 5. What is row 1 of B Here are the initial and optimal tableaus for a Max LP: If needed enter infinity as an answer; also vectors comma separated, no spaces and use fractions z100x1332x21026x3321s1010s2001rhs0912z100x1313731x2001x3343761s1010s2353161rhs2052 1. what is the reduced cost for x1 (as a fraction) 2. What is the second row of B1 (no brackets or spaces) 3. What is the allowable increase for cx2 4. What is the allowable decrease for cx2 5. What is row 1 of B Here are the initial and optimal tableaus for a Max LP: If needed enter infinity as an answer; also vectors comma separated, no spaces and use fractions z100x1332x21026x3321s1010s2001rhs0912z100x1313731x2001x3343761s1010s2353161rhs2052 1. what is the reduced cost for x1 (as a fraction) 2. What is the second row of B1 (no brackets or spaces) 3. What is the allowable increase for cx2 4. What is the allowable decrease for cx2 5. What is row 1 of B

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