Question: problem B.1 relates to Requirements of a Linear Programming Problem B.1 The LP relationships that follow were formulated by Richard Martin at the Long Beach

problem B.1 relates to Requirements of a Linear Programming Problem B.1 The LP relationships that follow were formulated by Richard Martin at the Long Beach Chemical Company. Which ones are invalid for use in an LP problem, and why? \\[ \\begin{array}{l} \\text { Maximize }=6 X_{1}+\\frac{1}{2} X_{1} X_{2}+5 X_{3} \\\\ \\text { Subject to: } \\quad 4 X_{1} X_{2}+2 X_{3} \\leq 70 \\\\ 7.9 X_{1}-4 X_{2} \\geq 15.6 \\\\ 3 X_{1}+3 X_{2}+3 X_{3} \\geq 21 \\\\ 19 X_{2}-\\frac{1}{3} X_{3}=17 \\\\ -X_{1}-X_{2}+4 X_{3}=5 \\\\ 4 X_{1}+2 X_{2}+3 \\sqrt{X_{3}} \\leq 80 \\\\ \\end{array} \\] roblems B.2-B.21 relate to Graphical Solution to a Linear rogramming

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