If x² + 1/x² =47 , find the value of x + 1/x
Answers
Answered by
107
hello users ......
we have given that
x² + 1/x² =47
we have to find
x + 1/x = ?
solution:-
we know that
x² +y² = (x+y)² -2xy
here
x² + 1/x² =47
=> 47 = (x + 1/x)² - 2 ×x×1/x
=> 47 +2 = (x+1/x) ²
=> 49 = (x + 1/x)²
=> x + 1/x = 7 answer
⭐⭐ hope it helps ⭐⭐
we have given that
x² + 1/x² =47
we have to find
x + 1/x = ?
solution:-
we know that
x² +y² = (x+y)² -2xy
here
x² + 1/x² =47
=> 47 = (x + 1/x)² - 2 ×x×1/x
=> 47 +2 = (x+1/x) ²
=> 49 = (x + 1/x)²
=> x + 1/x = 7 answer
⭐⭐ hope it helps ⭐⭐
ansh85:
tnx
Answered by
8
Answer:
x² + 1/x² =47
=> 47 = (x + 1/x)² - 2 ×x×1/x
=> 47 +2 = (x+1/x) ²
=> 49 = (x + 1/x)²
=> x + 1/x = 7
ans: 7
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