Find ' n ' such that a^n+b^n/a^n-1+b^n-1 may be the geometric mean between two quantities a and b.

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Find n, if geometric mean between a and b is (a^{n+1} + b^{n+1})/(a^n + b^n) #maths #video Find n, if geometric mean between a and b is (a^{n+1} + b^{n+1})/(a^n + b^n) #maths #video
Find the value of n so that {a^(n+1) + b^(n+1)}/{a^n + b^n} may be the G.M. between a and b. Find the value of n so that {a^(n+1) + b^(n+1)}/{a^n + b^n} may be the G.M. between a and b.
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28: Find the value of n such that the given expression is a geometric mean between a & b 28: Find the value of n such that the given expression is a geometric mean between a & b
Find the value of n so that `(a^(n+1)+b^(n+1))/(a^n+b^n)`may be the geometric mean between a and b. Find the value of n so that `(a^(n+1)+b^(n+1))/(a^n+b^n)`may be the geometric mean between a and b.
Find n, so that a^n + b^n / a^(n-1) + b^(n-1) may be the arithmetic mean between a and b Find n, so that a^n + b^n / a^(n-1) + b^(n-1) may be the arithmetic mean between a and b
Find the value of n so that (a^n+1+b^n+1)/(a^n+b^n) may be the geometric mean between an and b. Find the value of n so that (a^n+1+b^n+1)/(a^n+b^n) may be the geometric mean between an and b.
Find the value of n so that a^n+1+b^n+1/a^n+b^n may be the geometric mean between a and b. a^n+1+... Find the value of n so that a^n+1+b^n+1/a^n+b^n may be the geometric mean between a and b. a^n+1+...