Two ladders AB and PQ are resting against opposite walls of an alley. The ladders AB and PQ we 2m and 6m above the ground respectively and T is the point where the two ladders meet. Given that ∆TBP is similar to ∆TAQ, find an expression, in terms of y, for the length of PA
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Answer:
PA =4y
Step-by-step explanation:
given similarity x/6 = y/2
also NOTE ratio of Area : 1/2 .6 x/ 1/2 .2.y = 6x6/2x2
so
x=3y
so PA = x+y = 4y
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