f(n) = n + (16 + 5n - 3n²)/(4n + 3n²) + ... + (25n - 7n²)/ 7n², then lim f(n) when n→∞ is

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For positive integer n, define f(n) = n+ (16+5n-3n^2)/(4n+3n^2 ) + (32+n-3n^2)/(8n+3n^2 ) For positive integer n, define f(n) = n+ (16+5n-3n^2)/(4n+3n^2 ) + (32+n-3n^2)/(8n+3n^2 )
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