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

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. 

Sin(a)+cos(a)+cot(a)-1=2(csc(x)+1)