In a geometric progression, the sum of the first term and the third term is 10 while the difference between the third term and the first term is 8. Given that the common ratio is positive. Calculate the least number of terms that must be taken for the sum to exceed 2000. А. 6 В. 8 С. 11 D. 9

Advanced Engineering Mathematics
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ISBN:9780470458365
Author:Erwin Kreyszig
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In a geometric progression, the sum of the first term
and the third term is 10 while the difference
between the third term and the first term is 8. Given
that the common ratio is positive. Calculate the least
number of terms that must be taken for the sum to
exceed 2000.
А. 6
В. 8
С. 11
D. 9
Transcribed Image Text:In a geometric progression, the sum of the first term and the third term is 10 while the difference between the third term and the first term is 8. Given that the common ratio is positive. Calculate the least number of terms that must be taken for the sum to exceed 2000. А. 6 В. 8 С. 11 D. 9
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