Answer:
Option B= false in the correct answer
Explanation:
A true statement that does not need any proof to determine whether it is true or not, instead, they are used to prove other statement whether they wrong or right. This statement is known as an AXIOM.
The properties of axioms are;
(1). Commutative Axiom for Addition and multiplication: says that the order does not matter, get a glimpse of what I am insinuating below;
===> a + b= b + a. This is the commutative axiom of addition, we can see that the order of 'a' and 'b' does not matter.
For example: if a= 1, b= 2.
Thus, 1+1 = 1+1.
===> ab=ba. This is the Commutative Axiom for multiplication,as you can see the order does not matter too.
(2). The Associative Axiom for Addition and the Associative Axiom for multiplication.
(3). The Rearrangement Property of Addition and the Rearrangement Property of multiplication.
From the properties of axioms above, we can see that the properties of axioms help us understand the operations of addition and multiplication and not Addition and subtraction, therefore, the answer is FALSE.
