To factor the expression (a3+5)(a3−5)\left(a^{3}+5\right)\left(a^{3}-5\right)(a3+5)(a3−5), notice that it is in the form (x+y)(x−y)(x + y)(x - y)(x+y)(x−y), which fits the pattern of a difference of squares formula:
a6 − 25a^6~-~25a6 − 25
step-by-step
facteur $$\left(a^{3}+5\right)\left(a^{3}-5\right)$$
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