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Minimize p=6a+4bp = 6 a + 4 b Subject to the Following Constraints

Question 5

Multiple Choice

Minimize p=6a+4bp = 6 a + 4 b subject to the following constraints.
a+b106a+b30a0,b0\begin{array} { l } a + b \geq 10 \\6 a + b \geq 30 \\a \geq 0 , b \geq 0\end{array}


A) a=4a = 4 , b=6b = 6 , p=48p = 48
B) a=10a = 10 , b=0b = 0 , p=60p = 60
C) a=0a = 0 , b=30b = 30 , p=180p = 180
D) a=0a = 0 , b=10b = 10 , p=40p = 40
E) a=6a = 6 , b=6b = 6 , p=60p = 60

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