Branliest offered and 10 points for each question rewrite the conditional statement in if then form. then tell wether the statement is true and false. if it is false give a counterexample all whole numbers are real number all real numbers are irrational numbers no perfect squares are whole numbers no irrational numbers are whole numbers

Number 1 is true

Number 2 is true

Number 3 is false Counterexample: 81 is a perfect square because 9 times 9 = 81

Number 4 is true

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All whole numbers are real numbers. TRUE. 
✯A whole number IS a real number

All real numbers are irrational numbers. TRUE. 
✯All real numbers include, rational, irrational and transcendental numbers. 

No perfect squares are whole numbers. FALSE.
✯ All perfect squares are integers of whole numbers. Example: 10 is a perfect example. 10 is the perfect square of 100 and we can see that is indeed a whole number. 

No irrational numbers are whole numbers. TRUE
✯They are not whole numbers, but they are real numbers.