Prove (a+1/a)^²-(a-1/a)^²=4
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Step-by-step explanation:
LHS=(a^2+2×a×1/a+ 1/a^2) - (a^2-2×a×1/a+1/a^2)
LHS = (a^2+2+1/a^2) - (a^2-2+1/a^2)
LHS=a^2+2+1/a^2-a^2+2-1/a^2
LHS= 2+2
LHS=4
LHS=RHS
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