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Q. A line segment $A B$ is divided internally and externally in the same ratio $(>1)$ at $P$ and $Q$ respectively and $M$ is mid point of $A B$.
Statement-1 : MP, MB, MQ are in G.P.
Statement-2 $AP , AB$ and $AQ$ are in $HP$.

Straight Lines

Solution:

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$AP , AB , AQ$ are in H.P.
$A P-\frac{A B}{2}, A B-\frac{A B}{2}, A Q-\frac{A B}{2}$ are in G.P.
$M P, M B, M Q$ are in G.P.