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Solve (x + 5 < 4) ∩ (x - 3 > -6).
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Hey daren! Welcome to OpenStudy! The symbol "∩" to find what they have in common, or the factor, in this case, would be the "x". So, in turn, in the equation: \[(x + 5 < 4) ∩ (x - 3 > -6)\] The two equations only have one thing in common, which would be the "x"s. \[x_1 ∩ x^2\]
so all real numbers?
No, it means to find the things in common with both equations, if, for an example, I had: \[(x+6-43) ∩ (6-43+y)\] the answer would be 6, and -43, its not asking what kind of numbers, but what they have in common.
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