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A manufacturer produces two types of products, 1 and 2, at production levels of x1 and x2 respectively. The profit is given is 2x1 + 5x2. The production constraints are

x1 + 3x2  $\leq$ 40

3x1  3x2 $\leq$ 24

x1 + x2 $\leq$ 10

x1 > 0, x2 $\leq$ 0

The maximum profit which can meet the constraints is                                                                                        

      (a) 29                              (b) 28                           (c) 44                              (d) 75

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