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A shopkeeper manufactures gold rings and chains.The combined number of rings and chains manufactured per day is at most:(i) 16 (ii) 24 (iii)24 It takes (i) one hour (ii) half an hour (iii) one hour yo make a ring and(i) half an hour (ii) one hour (iii) half an hour for a chain.The maximum number of hours available is (i) 12(ii)16 (iii)16. If the profit on a ring is : (i)₹ 300 (ii) ₹ 100(iii) ₹ 300 and on a chain is : (i)₹ 200 (ii)₹ 300 (iii) ₹ 190. How many of each should be manufactured daily, so as to maximize profti?Form an LPP and solve it graphically. |
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Answer» (ii) 16 CHAINS ; Max.Profit = ₹ 4,800 (iii) 8 Gold Rings and 16 Chains; Max.Profit = ₹ 5,440. |
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