Question
If the arithmetic progression whose common difference is not zero, the sum of the first terms is equal to the sum of the next terms. Then the ratio of the sum of the first , terms to the next terms is
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Practice questions from similar books
Question 1
Sum of certain consecutive odd positive integers is . Find the first integer of that series .Question 2
Two arithmetic progressions contain the same number of terms. The ratio of the last term of the first progression to the first term of the second is equal to the ratio of the last term of the second progression to the first term of the first progression and is equal to . The ratio of the sum of the first progression to that of the second is . Find the ratio of the differences of the progressions.Question Text | If the arithmetic progression whose common difference is not zero, the sum of the first terms is equal to the sum of the next terms. Then the ratio of the sum of the first , terms to the next terms is |