If `lim_(n->oo)[((2009)^2010)^n+((2010)^2009)^n]^(1/n)` is equal to `a^b` where `a,b in N` then `a-b` is equal to:

If `lim_(n->oo)[((2009)^2010)^n+((2010)^2009)^n]^(1/n)` is equal to `a

1.	If `lim_(n->oo)[((2009)^2010)^n+((2010)^2009)^n]^(1/n)` is equal to `a^b` where `a,b in N` then `a-b` is equal to:
Answer» Correct Answer - 1 `[1]`

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If `lim_(n->oo)[((2009)^2010)^n+((2010)^2009)^n]^(1/n)` is equal to `a^b` where `a,b in N` then `a-b` is equal to:

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