History of Hindu Mathematics: A Source Book v1.c8.s13.53
History of Hindu Mathematics: A Source Book v1.c8.s13.53
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v1.c8.s13.53
Therefore, $x₁/(c₁ t₁) = x₂/(c₂ t₂) = x₃/(c₃ t₃) = = (x₁ + x₂ + x₃ + )/(c₁ t₁ + c₂ t₂ + c₃ t₃ + )$ $= m/(c₁ t₁ + c₂ t₂ + c₃ t₃ + )$ or $x₁ = (m c₁ t₁)/(c₁ t₁ + c₂ t₂ + c₃ t₃ + ), etc.$