If F+1/F=16find the value of p^4+1/F^4=?
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Answered by
0
Solution :
Given F + 1/F = 16 ---( 1 )
i ) F² + 1/F² = ( F + 1/F )² - 2
= 16² - 2
= 256 - 2
= 254 ----( 2 )
ii ) F⁴ + 1/F⁴ = ( F² + 1/F² )² - 2
= ( 254 )² - 2
= 64516 - 2
= 64514
•••••
Given F + 1/F = 16 ---( 1 )
i ) F² + 1/F² = ( F + 1/F )² - 2
= 16² - 2
= 256 - 2
= 254 ----( 2 )
ii ) F⁴ + 1/F⁴ = ( F² + 1/F² )² - 2
= ( 254 )² - 2
= 64516 - 2
= 64514
•••••
Answered by
0
Solution :-
We have,
F + 1/F = 16 ____(i)
From (i)
F² + 1/F² = ( F + 1/F )² - 2
= 16² - 2
= 256 - 2
= 254 ____(ii)
From (ii)
F⁴ + 1/F⁴ = ( F² + 1/F² )² - 2
= ( 254 )² - 2
= 64516 - 2
= 64514
We have,
F + 1/F = 16 ____(i)
From (i)
F² + 1/F² = ( F + 1/F )² - 2
= 16² - 2
= 256 - 2
= 254 ____(ii)
From (ii)
F⁴ + 1/F⁴ = ( F² + 1/F² )² - 2
= ( 254 )² - 2
= 64516 - 2
= 64514
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