The areas of two similar triangles are 169 sq.cm and 144 sq.cm respectively. If the
altitude of smaller triangle is 24 cm then find the corresponding altitude of larger triangle ?
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Answer:
altitude= 26 cm
Step-by-step explanation:
since , by theorem ,
(area of larger ∆ / area of smaller ∆ )
=( altitude of larger ∆ /altitude of smaller∆) ^2
therefore, (169/144)=(h/24)^2
h/24 = √(169/144)
h/24 = 13/12
h= 13*24/12
h= 13*2 =26cm
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