Geometric progression
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The 3rd and 4th term of geometric progression are 4 and 8 respectively find: The first term and common ratio, The sum of the first 10 term, The sum of infinity.

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The third and sixth terms of a geometric progression(G.P) are 1/4 & 1/32 respectively. Find 1. The first term 2.the common ratio 3. The seventh term

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a GP has a first term of A,a common ratio of r and its 6th term is 768. another GP has a first term of a,a common ratio of 6r and its 3rd term is 3456. evaluate a and r

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the common ratio of a g.p is 2.if the 5th term is greater than the first term by 45, find the 5tth term

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The second term of a g.p. Is 27 and 7th term is 1/9. Find the first term and the common ratio.

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The second and fifth terms of a geometric progression (g.p) are 1 and 8 respectively. Find the common ratio,first term, and the eight term.

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The eighth term of a geometric progression is 32 and the fourth term is 2. Find the first term and the positive value of the common ratio b) find the sum to infinity of a geometric progression whose first term is 5 and second term

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the fist term of a geometric series is 1, the nth term is 128 and the sum of the n term is 225. Find the common ratio and the number of terms?
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