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In the given figure ABC is a right triangle and right angled at B such that \( \angle \mathrm { BCA } = 2 \angle \mathrm { BAC } \) Show that hypotenuse \( A C = 2 B C \) (Hint : Produce CB to a point D that BC = BD)
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Q1
In the given figure ABC is a right triangle and right angled at B such ∠BCA=2∠BAC.
Show that hypotenuse AC=2BC.
(Hint: Produce CB to a point D that BC=BD)
Show that hypotenuse AC=2BC.
(Hint: Produce CB to a point D that BC=BD)
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In the given figure, ABC is a triangle right-angled at B such that ∠BCA = 2 ∠BAC. Show that AC = 2BC.
