given that triangle ABC similar to triangle pqr then a b upon PQ is 1 upon 3 then find the area of ABC upon area of pqr
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Given - triangle ABC ~ triangle PQR
AB/ PQ =1/3
Area of triangle ABC / Area of triangle PQR
= AB ^2 / PQ ^2
= 1/3^2
= 1/9
ThAnKs !✌️✌️
AB/ PQ =1/3
Area of triangle ABC / Area of triangle PQR
= AB ^2 / PQ ^2
= 1/3^2
= 1/9
ThAnKs !✌️✌️
Answered by
0
AB/PQ=1/3
then we know that ratio of area of two similar triangle is equal to the ratio of the square of its crossponding side...
area of triangle ABC/area of triangle PQR=(1/3)2
1/9 is ans...
then we know that ratio of area of two similar triangle is equal to the ratio of the square of its crossponding side...
area of triangle ABC/area of triangle PQR=(1/3)2
1/9 is ans...
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