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How much material will be needed for the rungs of a ladder of 31 rungs, if the rungs taper uniformly from 18 in to 28 in? Identify the nature of the sequence and present algebraic analysis to answer the question asked.
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first term of sequence = 18 in and the next 30 terms (rungs) taper uniformly up to 28 in this is an arithmetic sequence sum of n terms = (n/2)[ a + l) where a = first term and l = last term so for 31 terms we get total material needed = (31/2)(18 + 28) ins
thank you! clearly.
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