In the given triangle find sec 60 , if ACBC = 2
1/2
2/√3
2
√3
In △ABC, ∠C = 180 - ∠A+∠B = 60∘
sec 60 = sec C = ACBC = 2
In the given triangle, find sec60∘ , if ACBC=2
In the given figure, AB = AC, D is a point on AC and E an AB such that AD = ED = EC = BC, The ratio \(\angle{BAC} : \angle{ABC} =\) ___
△ ABC, right angled at B, ∠ACB = 60∘, expressions for sec 60 and cosec 60 is
In a triangle ABC, if AB = 2x - 1, AC=2√2x and BC = 2x + 1. Find the angle ∠BAC.