Given,
ABC is similar to PQR, if AB /PQ = 1/3,
then find ar ABC /ar PQR.
Answers
Answered by
6
the answer is 1/9.....
as ar(ABC)/ar(PQR)=(AB/PQ)^2....
AFTER SOLVING IT ....U WILL GET ....1/9...
HOPE IT HELPS
..
as ar(ABC)/ar(PQR)=(AB/PQ)^2....
AFTER SOLVING IT ....U WILL GET ....1/9...
HOPE IT HELPS
..
Answered by
13
hey mate !!!
here is your answer ;-
look this attachment :-
area of ∆ABC / area of ∆ PQR =( AB / PO)²
=> (1/ 3)²
=> 1/9
IS YOUR ANSWER
HOPE IT HELPS:D
THANKS
here is your answer ;-
look this attachment :-
area of ∆ABC / area of ∆ PQR =( AB / PO)²
=> (1/ 3)²
=> 1/9
IS YOUR ANSWER
HOPE IT HELPS:D
THANKS
Attachments:
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