Posted by jake on Wednesday, September 12, 2012 at 11:22pm.
Your statement of
"The whole numbers are closed under division" is contradicted by 2 ÷ 10 .
btw , you probably did not mean 10th
since 2 ÷ a 10th
= 2 ÷ 1/10)
= 2 (10/1) = 20 , which would NOT be a counterexample.
In fact, it's an incorrect attempt, since you are supposed to be dealing with integers. 1/10 is not an integer, so you can't use it as a divisor.
Related Questions
alegebra - Find a counterexample to show the statement is false. the whole ...
alegebra - Find a counterexample to show the statement is false. the whole ...
math - I am really confused about sets. Could you explain to me if the following...
Math Algebra - The natural numbers are closed under division. true or false? the...
6TH GR. ALGEBRA - EXTENDING THE LESSON If you add any two rational numbers, the...
math: real numbers - Determine whether the following statement is true or fase. ...
math - Which set of integers is not closed under what operation? + - x Division ...
math(geometry) - find a counterexample for the following statement. If a number ...
Math - Set A contains the element 1. What other whole numbers must be in set A ...
math - Set A contains the element 1. What other whole numbers must be in set A ...
For Further Reading