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[" In a triangle "ABC,/_B=(pi)/(3),/_C=(pi)/(4)" and "],[" D divides "BC" internally in the ratio "1:3" ."],[" Then "(sin/_BAD)/(sin/_CAD)" is equal to "],[[(X)/(sqrt(6))," 2) "(1)/(3)," 3) "(1)/(sqrt(3))," 4) "sqrt((2)/(3))]]

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In triangle ABC,/_B=(pi)/(3), and /_C=(pi)/(4)* Let D divided BC internally in the ratio 1:3. Then (sin/_BAD)/(sin/_CAB) equals (a) (1)/(sqrt(6)) (b) (1)/(3)(c)(1)/(sqrt(3)) (d) sqrt((2)/(3))

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In a triangle ABC, angleB = pi/3 and angleC= pi/4 . Let D divide side BC internally in the ratio 1:3. Then sin(angleBAD)/sin(angleCAD) is

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