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'All multiples of odd numbers are odd.' Is this statement true? Justify your answer.
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Any ideas?
to try and disprove this statement you could look for a counter example
Take 5 for example. 10 is not an odd number, but it is a multiple of 5.
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$$\Huge a \cdot n =m $$
You could have used 3 too. 3 is an odd number, but 12 is even. 12 is a multiple of 3.
multiple: The product of any real number and an integer is a multiple of the real number.
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