if triangle ABC similar to triangle DEF and are (triangle ABC): are (triangle DEF)=81:225 the find ratio of AB:DE
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Answered by
1
The ratio of AB:DE is 9:15
Answered by
4
hey buddy,
here is your answer..
step-by-step..
ΔABC ~ ΔDEF
therefore,
area(ΔABC) / area (ΔDEF)
= (AB/DE)^2 = (BC/EF)^2 = (AC/DF)^2
[by area ratio theorem]
:- 81/225 = (AB/DE)^2
√81/225 = AB/DE
9/15 = AB/DE
9:15=AB:DE
hope it'll help you
plz mark brainliest..
thank you
here is your answer..
step-by-step..
ΔABC ~ ΔDEF
therefore,
area(ΔABC) / area (ΔDEF)
= (AB/DE)^2 = (BC/EF)^2 = (AC/DF)^2
[by area ratio theorem]
:- 81/225 = (AB/DE)^2
√81/225 = AB/DE
9/15 = AB/DE
9:15=AB:DE
hope it'll help you
plz mark brainliest..
thank you
darknight07:
thanks buddy
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