Proof that God exists? Part Three

The basic operations of arithmetic are addition, subtraction, multiplication, and division. Laws of mathematics then, are basically descriptions of what happens within these operations (and more complex ones as well) . For example, with the law of addition we know that if you take 4 things and add them to 3 things, you end up with 7 things.

If you believe that laws of mathematics do not exist, what would you do in the following scenario? Let's say that you walked into a bank and asked for change for a $100 bill. If the teller handed you only 2 $5 bills would you be satisfied with his or her personal interpretation of mathematics or would you appeal to a universal law of mathematics to show that he/she was wrong? I suspect the latter.

You see, you deny that laws of mathematics exist, yet you use them all the time.

How can these laws be explained without a logical being to create them?

Credit: www.proofthatgodexists.org