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Nth Term of GP

If 3rd,7th,12...

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If 3rd,7th,12th terms of an ap are 3 consecutive terms of a gp then common ratio is

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3^{r d}, 7^{t h}

12^{t h}

terms of an AP are three consecutive terms of GP, then the common ratio of the GP is :

p^{t h}

q^{t h}

r^{t h}

terms of an AP are in GP then the common ratio of GP is

2^{n d}, 3^{r d}

6^{t h}

A . P .

are three consecutive terms of a

G . P .

, then common ratio of the

G . P .

Q. Five numbers are in AP with common difference

\neq 0

1^{s t}

3^{r d}

4^{t h}

terms are in GP, then

a, b, c

are three consecutive terms of an AP and

x, y, z

are three consecutive terms of a GP, then the value of

x^{b - c} . y^{c - a} . z^{a - b}

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