Define as follows. For every ordered pair (a, b) of integers, F(a, b)
Find the following:
a. F(4,4) b. F(2,1) c. F(3,2) d. F(1,5)
To prove is one-to-one and onto otherwise give counterexample.
Define by the rule, for all integers .
Let us suppose and assume that .
So from the definition of , the expression can be written as follows-
To prove is onto otherwise give counterexample.
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