ħ (m|x²||n) = 2mw (m|a+² +a+a+a_a + a²_-||n) 1 (m|x²||n) ħ 2mw [√(n + 1) (n + 2)(m/n + 2) 2 +n(m\n) + (n+1)(m|n)+Vn(n − 1)(m|n – 2) =

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Could you explain how we got the second equation in detail ? Please upload image of the solution , last time the Bartleby website converted the image like text and it was hard to understand 

ħ
(m|x²||n) = 2mw (m/a+² +a+a+a_a + a²_||n) 1
(m|x²|n)
ħ
250 [√(n + 1) (n + 2)[m]n + 2) 2
2mw
+ n(m/n) + (n + 1) (m/n) + √√n (n − 1)(m/n-2)]
Transcribed Image Text:ħ (m|x²||n) = 2mw (m/a+² +a+a+a_a + a²_||n) 1 (m|x²|n) ħ 250 [√(n + 1) (n + 2)[m]n + 2) 2 2mw + n(m/n) + (n + 1) (m/n) + √√n (n − 1)(m/n-2)]
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