(2/29)(3/29)(4/29)(5/29)(6/29)(7/29)(8/29)(9/29... [ Trusted × Walkthrough ]

The value of this product is if the sequence continues until the numerator reaches 29, or a extremely small decimal value if it terminates earlier. 1. Identify the Pattern

29!2928the fraction with numerator 29 exclamation mark and denominator 29 to the 28th power end-fraction 4. Probability Context (2/29)(3/29)(4/29)(5/29)(6/29)(7/29)(8/29)(9/29...

The general term of your sequence can be written using product notation: The value of this product is if the

∏k=2nk29product from k equals 2 to n of k over 29 end-fraction Denominators: Always 2. Determine the End Point (2/29)(3/29)(4/29)(5/29)(6/29)(7/29)(8/29)(9/29...