In a circle, four distinct points A, B, C and D lie on the circumference. Chord AC subtends angles (4x+8)∘ at B and (3x+23)∘ at D, where B and D lie in the same segment with respect to chord AC. Chord AD subtends an angle of 62∘ at C, and point B lies in the same segment as C with respect to chord AD. Determine ∠ABD.
(a) 68∘
(b) 62∘
(c) 56∘
(d) 60∘