Find two geometric progressions having:

  1. Find the number of 6 -term strictly increasing geometric progressions, such that all terms are positive integers less than 1000.
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    2. steven lou asked by steven lou
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  2. Find the number of 6 -term strictly increasing geometric progressions, such that all terms are positive integers less than 1000.
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    2. Stranger asked by Stranger
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  3. Find two geometric progressions having: 54 as third term and 27/32 as ninth term.
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    2. Shane asked by Shane
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  4. Find the 7th term of a Geometric progressions, if the first and the 5th term are 16 and A respectively
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    2. Anonymous asked by Anonymous
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  5. The second and fifth terms of a geometric progressions are 16 and 2 respectively. Determine the common ratio and the first term
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    2. kudu asked by kudu
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  6. Two geometric progressions have equal sums to infinity. Their first terms are 27 and 36 respectively. If the common ratio of the
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    2. Sinachi asked by Sinachi
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  7. How many distinct geometric progressions are there, such that the first term is 1, the last term is 1024 and every term is an
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    2. Arnau asked by Arnau
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  8. How many integers appear in both of the following arithmetic progressions:A1: 2, 9, 16,.....2+(1000-1)*7 A2: 3, 12,
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    2. please..anyone help!! asked by please..anyone help!!
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  9. 1. The geometric mean between the first two terms in a geometric sequence is 32. If the third term is 4, find the first term.2.
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    2. sylvia asked by sylvia
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  10. Calculate S(17) for the geometric series 256 - 128 + 64 - 32 + ... using the finite geometric sum formula. Round your answer to
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    2. Max asked by Max
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