simplify (( root 5-1)/(root 5+1))+((root 5+1)/(root 5-1))
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Answer:
(√5-1)(√5+1)+(√5+1)(√5-1)=8
Step-by-step explanation:
(√5-1)(√5+1)+(√5+1)(√5-1)
= 2[(√5-1)(√5+1)]
= 2[(√5)²-1²]
/* By algebraic identity:
(a+b)(a-b)=a²-b² */
= 2(5-1)
=2×4
= 8
Therefore,
(√5-1)(√5+1)+(√5+1)(√5-1)=8
•••♪
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