a shop owner wishes to buy up to 20 televisions for stock. ile can buy either type a for s 150 each or type b for $300 each. he has a total of s4500 he can spend. he must have at least 6 of each type in stock. if he buys x of type a and y of type b, write down 4 inequalities which must be satisfied and represent the information on a graph. (a) if he makes a profit of s40 on each of type a and $100 on each of type b, how many of each should he buy for maximum profit? (b) if the profit is $80 on each of type a and sioo on each of type b, how many of each should he buy now? linear programming
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