2. Given the statement: For every positive real number x, there exist a real number y so that: x = y2 » (a) pts) Write t
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2. Given the statement: For every positive real number x, there exist a real number y so that: x = y2 » (a) pts) Write t
2. Given the statement: For every positive real number x, there exist a real number y so that: x = y2 » (a) pts) Write the statement using the quantifiers. (b) (3 pts) Write the negation of the statement in part (a).
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