3. (a) Define f: R Z as follows: f(t) is the smallest integer y which is at least I. Decide whether or not f is one-to-o
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3. (a) Define f: R Z as follows: f(t) is the smallest integer y which is at least I. Decide whether or not f is one-to-o
3. (a) Define f: R Z as follows: f(t) is the smallest integer y which is at least I. Decide whether or not f is one-to-one, onto, invertible. You must justify your answers. (b) Define f : ZxZHZ by f(x,y) = r - y. Decide whether or not f is one-to-one, onto, invertible. You must justify your answers.
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