Mathematics

Mathematics

Problem

For a geometric progression with first term 33 and common ratio 22, let SS be the sum of its first four terms. Another progression AA is formed by multiplying each term by 55, and progression BB is formed by dividing each term by 55. If SAS_A and SBS_B denote the sums of the first four terms of AA and BB respectively, find the value of SA−SBS\dfrac{S_A-S_B}{S}. a) 2424 b) 245\dfrac{24}{5} c) 265\dfrac{26}{5} d) 55

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