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A farmer has to transport 20 people and 32 sheep to a market. He can use either Fiats (x) which take 2 people and 1 sheep, or Rolls Royce (y) which take 2 people and 4 sheeps. He must not use more than 15 cars altogether. What are the inequalities ?
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So we're just going to ignore the fact that a f a r m e r wants to transport people and sheep in Fiats and Rolls Royces? K.
let x = # of fiats and y = # of rolls royces since the total number of cars must be less than 15, x + y ≤ 15 now we need an inequality to represent the total # of people (number of roll's royces)(2) + (number of fiats)(2) ≥ 20 2x + 2y ≥ 20 since both types of car take two people each, and we want at least 20 people same logic with the sheep x + 4y ≥ 32
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