Why Is A Negative Times A Negative A Positive

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A negative times a negative is a positive because multiplication is not just a repeated counting rule; it is part of a coherent number system where adding, subtracting, and multiplying must behave consistently. If we allowed two negatives to produce a negative, basic equations would break, patterns would stop making sense, and the number line would lose its predictable direction. The key idea is that multiplying by a negative number changes direction on the number line, and changing direction twice returns you to the original side of zero That's the part that actually makes a difference..

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