prove that the ratio of the areas of two similar triangles is equal to the square of the ratio of squares of the corressponding altitudes
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adhwaith:
i said altitudes not sides
so put AL/PN in place of BC/QR
you will get altitude square
then triangle abl not similar to pqn {sas similarity rule}
no it has AA similarity
ok thanks
very much
if you think it is wrong answer you can report it
no its correct but i thought it will be similar like proving medians that it
thanks
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