5+1/√5+(1/√5+5)+(1/√5-5)
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Answered by
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Answer:
Denote √5 as "a"
(a+1)^5-(a-1)^5
=(1+a)^5+(1-a)^5
=2(1+10a²+5a^4)
=2(1+10*5+5*25)
=2(1+50+125)
=2(176)
=352
Answered by
1
Answer:
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