Web Reference: How to represent backward and forward differences with proper notations? In this video, we'll be discussing the Backward Difference Table and how to construct it. We then takes differences as in forward and backward difference tables, but alternate the entries between half lines and full lines (i.e., half indices and full indices). By constructing a difference table and using the second order differences as constant, find the sixth term of the series 8,12,19,29,42… Solution: Let k be the sixth term of the series in the difference table. First we find the forward differences. Given that the second differences are constant. ∴ k – 55 = 3. k = 58.
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