Consider the set of whole numbers. For each operation below, determine if the whole numbers are exhibit the closure property for the indicated operations or not. If they do not, then provide a counter-example to justify your conclusion. 3. Addition 4. Subtraction 5. Division Given the expression 3(a + 2), rewrite the expression using the indicated properties below. Commutative Property of Addition Commutative Property of Multiplication Distributive Property Page 8 Pre-AP* Algebra IIGiven the expression 3(a - 3) - 2(a - 2), simplify the expression following the 9. 32-9- 22+ 4 Distributive Property 0. 32-22-19+4 Commutative Property of Addition 1. 2 (3 - 2 ) - 5 By bross2. .noleulonoo woy vlilzul of slam Distributive Property (In reverse) 2. 2 -5 Substitution Property of Equality s ei li nods Hodonun Is etermine if the statements below are sometimes, always, or never true ab 13. Integers are whole numbers. 14. All numbers are either rational or irrational.Given the expression 3(a + 2), rewrite the expression using the 6. 3(2+2)= 3(2+2) Commutative Proper 7. 3 ( 2 +2 ) = (at273 Commutative Proper 8. 32+ 6 Distributive Property Pre-AP* Algebra II20. Two rational numbers added together result in an integer. lentify the property of real numbers that justifies the work done to simplify the expression below. x )- (3x+ 2) = (6) + 2 (3x) -3x -2 4+1x -3x -2 23. Identity property of 4+x-3x-2 multiplication 24. and 25. (1-3)x+4-2 26 . Substitute -2x + 2 Page