Which of the following statements are true, and which are false? Give reasons for your answers in the form of a short proof or a counterexample. i) There are at least two ways of describing the set ,8,7{ . ...} ii) Any function with domain R×R is a binary operation. iii) The graph of every function from ]1,0[ to R is infinite. iv) The function :f R → R , defined by )x(f = x x , is an odd function. v) The domain of the function ,g f o where )x(f = x and )x(g = 2 − ,x is ]2
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iii) The graph of every function from ]1,0[ to R is infinite.
yes it is infinite
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don't know brooooooo sorry
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