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If are in . then
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First term
Second term
Third term
Fourth term
Second term
Third term
Thus,
Hence option is correct.
Second term
Third term
Fourth term
Second term
Third term
Thus,
Hence option is correct.
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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.
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| Question Text | If are in . then |
| Answer Type | Text solution:1 |
| Upvotes | 150 |
