simples form of surd
√24
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A surd is said to be in its simplest form when the number under the root sign has no square factors. For example √72 can be reduced to √4×18=2√18. But 18 still has the factor 9, so we can simplify further: 2√18=2√9×2=2×3√2=6√2. We stop at this stage seeing that 2 has no square numbers as factors.
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