Question

In the given figure, AR ⊥ BC, AR ⊥ PQ, then complete the activity for finding `(A(ΔABC))/(A(ΔAPQ))`.

Activity:

`(A(ΔABC))/(A(ΔAPQ)) = (square xx AR)/(PQ xx square)`

∴ `(A(ΔABC))/(A(ΔAPQ)) = square/square`

Answer 1

Activity:

`(A(ΔABC))/(A(ΔAPQ))` = \[\frac{\boxed{BC} \times AR}{PQ \times \boxed{AR}}\]

∴ `(A(ΔABC))/(A(ΔAPQ))` = \[\frac{\boxed{BC}}{\boxed{PQ}}\]