If p+1/p = 5 , find the values of (p^2 + 1/p^2) and (p^4 + 1/p^4).

1.	If p+1/p = 5 , find the values of (p^2 + 1/p^2) and (p^4 + 1/p^4).
Answer» N, p+1/p = 5 p^2 + 1/p^2 = (p+1/p)²-2.p.1/p = 5²-2 = 25-2 =23 ALSO, p⁴+1/p⁴ = (p²+1/p²)²-2.p².1/p² = (23)²-2 = 529-2 = 527

Answer» N, p+1/p = 5

p^2 + 1/p^2 = (p+1/p)²-2.p.1/p

= 5²-2

= 25-2

=23

ALSO, p⁴+1/p⁴ = (p²+1/p²)²-2.p².1/p²

= (23)²-2

= 529-2

= 527

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If p+1/p = 5 , find the values of (p^2 + 1/p^2) and (p^4 + 1/p^4).​

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If p+1/p = 5 , find the values of (p^2 + 1/p^2) and (p^4 + 1/p^4).