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Why can a subtraction problem be rewritten as an addition problem without changing the outcome?
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because of the commutative property of addition i.e. 2 + (-3) = -3 + 2
if you consider that there is no such thing as subtraction, then it all works out fine. adding the opposite is equivalent to "subtraction"
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wonder which one helped
your welcome, and if you can think of addition as adding vectors, it becomes even clearer
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|dw:1345553083403:dw|
|dw:1345553130016:dw| u + -v = -1 if we use lgbas example
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