In a A B C, ∠ B=π/3 and ∠ C=π/4 let D divide B C internally in the ratio 1: 3, then sin (∠ B A D)...

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8. In a triangle ABC, ∠B=𝝅/𝟑,∠C=π/4 and D dividesBC internally in the ratio 1:3 then𝐬𝐢𝐧 || edu214 8. In a triangle ABC, ∠B=𝝅/𝟑,∠C=π/4 and D dividesBC internally in the ratio 1:3 then𝐬𝐢𝐧 || edu214
In a triagnle ABC, `angle B=pi/3 \" and \" angle C = pi/4` let D divide BC internally in the rat In a triagnle ABC, `angle B=pi/3 \" and \" angle C = pi/4` let D divide BC internally in the rat
In a triangle `ABC`, `/_B=pi/3, ?_C=pi/4` and `D` divides `BC` internally in the ratio `1:3` T In a triangle `ABC`, `/_B=pi/3, ?_C=pi/4` and `D` divides `BC` internally in the ratio `1:3` T
In triangle A B C ,/_B=pi/3,a n d/_C=pi/4dot\nLet D\ndivided B C\ninternally in the ratio 1: 3.... In triangle A B C ,/_B=pi/3,a n d/_C=pi/4dot\nLet D\ndivided B C\ninternally in the ratio 1: 3....
In a \( \triangle A B C, \angle B=\frac{\pi}{3} \) and \( \angle C=... In a \( \triangle A B C, \angle B=\frac{\pi}{3} \) and \( \angle C=...
In a triangle \( A B C, \angle B=\frac{\pi}{3} \) and \( \angle C=\frac{\pi}{4} \). Let \( D \) ... In a triangle \( A B C, \angle B=\frac{\pi}{3} \) and \( \angle C=\frac{\pi}{4} \). Let \( D \) ...
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If in triangle ABC, a = 3, b = 4, c = 5 then find the ratio in which incentre divides the angle... If in triangle ABC, a = 3, b = 4, c = 5 then find the ratio in which incentre divides the angle...