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Is the point (1,4) defined by y<2x+1?
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Consider LHS y = 4 Consider RHS 2x+1 = 2(1)+1 = 3 < LHS So it's not.. I guess :P
By convention, when we write a pair of numbers as (a,b), we mean that the first one is a fixed x and the second one is a fixed y. Moreover, y<2x+1 geometrically means all points under the line y=2x+1. You plug in 1 for x and 4 for y, then 4>2.1+1, meaning (1,4) is over the line y=2x+1. Therefore, this point is not defined by the given inequality.
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