The ratio of the areas of two similar triangles is 98 is to 200 then ratio of corresponding sides
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Answer:
Step-by-step explanation:
a(Δ₁) ~ a(₂)
a(₁) : a(₂) = s₁² : s₂²
s₁² : s₂² = 98 : 200
s₁ : s₂ = √98 : √200
s₁ : s₂ = √98 : 10 √2
s₁ : s₂ = √98 √2 : 10√2 √2
s₁ : s₂ = √196 : 10*2
s₁ : s₂ = 14 : 20
s₁ : s₂ = 7 : 10
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