the ratio of similar triangles are in the ratio 9: 4 find the ratio of their areas
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area of tri. 1st 9x and 2nd 4x then,
ratio=1/2x9x divided by 4x=9 isto 4
ratio=1/2x9x divided by 4x=9 isto 4
Answered by
1
The ratio of the areas of two similar triangle is equal to the square of their corresponding sides.
Therefore,
(9/4 ) square = area of first triangle/area of
second triangle
So ,81/16 = area of first triange/ area of second trainlge.
Therefore,
(9/4 ) square = area of first triangle/area of
second triangle
So ,81/16 = area of first triange/ area of second trainlge.
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