In the figure above, what is the Value of PT/PS ?
Well, since triangles $PQT$ and $PRS$ are similar (All three angles equal) I think that the proportion will also be the same between the sides.
$QT$ over $RS$ is 8/10, so the proportion of $PT$ over $PS$ should also be 8/10 (or 4/5) methinks.
Correct me if I'm wrong :)
Triangle $PRS$ similar to $PQT$.(Since all angles are equal.)
$$\frac{PR}{PQ}=\frac{PS}{PT}=\frac{RS}{QT}=\frac{10}{8}$$
$$\Rightarrow\frac{PT}{PS}= \frac{8}{10}=\frac{4}{5}$$ .
:)
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Well, since triangles $PQT$ and $PRS$ are similar (All three angles equal) I think that the proportion will also be the same between the sides.
$QT$ over $RS$ is 8/10, so the proportion of $PT$ over $PS$ should also be 8/10 (or 4/5) methinks.
Correct me if I'm wrong :)