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Factor the polynomial. t4−1
Skilled2021-02-16Added 97 answers
t4−1 As t4=(t2)2 and 1=12, we have (t2)2–12=(t2+1)(t2–1), (by the special product rule that states a2–b2=(a–b)(a+b)) And we can factor (t2–1) as (t+1)(t–1). Then we have (t2+1)(t+1)(t–1).
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