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Express the product (sqrt2 -sqrt3) (sqrt - sqrt3) in simplest form.

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The product of (sqrt2 - sqrt3) and (sqrt3 - sqrt3) can be simplified as:

(sqrt2 - sqrt3) (sqrt3 - sqrt3) = sqrt(2) * sqrt(3) - sqrt(2) * sqrt(3) - sqrt(3) * sqrt(3) + sqrt(3) * sqrt(3)
= sqrt(6) - 3 - 3 + 3
= sqrt(6) - 3

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