The first and last terms of a G.P. are \[a\] and \[l\] respectively; \[r\] being its common ratio; then the number of terms in this G.P. is

\[\frac{\log l-\log a}{\log r}\]

\[1-\frac{\log l-\log a}{\log r}\]

\[\frac{\log a-\log l}{\log r}\]

\[1+\frac{\log l-\log a}{\log r}\]

The first and last terms of a G.P. are \[a\] and \[l\] respectively; \

1.	The first and last terms of a G.P. are \[a\] and \[l\] respectively; \[r\] being its common ratio; then the number of terms in this G.P. is
A.	\[\frac{\log l-\log a}{\log r}\]
B.	\[1-\frac{\log l-\log a}{\log r}\]
C.	\[\frac{\log a-\log l}{\log r}\]
D.	\[1+\frac{\log l-\log a}{\log r}\]
Answer» E.

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The first and last terms of a G.P. are \[a\] and \[l\] respectively; \[r\] being its common ratio; then the number of terms in this G.P. is

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