Consider the following statement: Every rational number has a multiplicative inverse.
(Note: For any given number x, a number y satisfying xy=1 is called a multiplicative inverse.)
a) Rewrite the statement as a formal universal conditional statement.
b) Write the contrapositive of the statement.
c) Write the converse of the statement.
d) Write the inverse of the statement.
e) Write the negation of the statement.
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