n is odd, an > 0
If n is odd, it means that it cannot be divided evenly by 2
If n is odd, it means that it cannot be divided evenly by 2. In other words, the remainder when n is divided by 2 is always 1.
Now, let us consider the statement “an > 0”. This means that the term an is greater than 0. Since a represents some value or number, we can assume that it is also greater than 0.
Considering both statements together, we have that n is odd and an is greater than 0. This information tells us that the product of n and a is also greater than 0.
For example, if we have n = 3 and a = 2, then the product of n and a is 3 * 2 = 6, which is greater than 0.
In general, if n is odd and a is greater than 0, then the product of n and a will always be greater than 0.
More Answers:
Understanding Odd Functions: Properties, Examples, and ApplicationsUnderstanding Function Machines: A Visual Representation of the Relationship Between Inputs and Outputs in Mathematical Functions
Understanding Negative Number Sequences: The Sum of ‘An’ When ‘n’ is Odd
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