Mathematics · Limits

The limit limn→&infty; { ( 122 − 123 ) ( 122 − 125 ) ... ( 122 − 122n+1 ) } is equal to:

Verified Solution4 OptionsUpdated: October 2026👁️1 View

11√2
21
3√2
40✓

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The limit limn→&infty; { ( 122 − 123 ) ( 122 − 125 ) ... ( 122 − 122n+1 ) } is equal to:

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The limit limn→&infty; { ( 122 − 123 ) ( 122 − 125 ) ... ( 122 − 122n+1 ) } is equal to:

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