Problem

Problem

If area of △ABC\triangle ABC , Δ\Delta and ∠C\angle C , are given and if the side cc opposite to given angles is minimum, then a. a=2Δsin⁡Ca = \sqrt{\frac{2\Delta}{\sin C}} b. b=2Δsin⁡Cb = \sqrt{\frac{2\Delta}{\sin C}} c. a=4Δsin⁡Ca = \frac{4\Delta}{\sin C} d. b=4Δsin⁡2Cb = \frac{4\Delta}{\sin^2 C}

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