In the given figure
ABC is right angled at B and BD is perpendicular to AC. Find (i) cos θ, (ii) cot α.

Firstly, we find the value of AC
In right angled ∆ABC
(AB)2 + (BC)2 = (AC)2
⇒ (12)2 + (5)2 = (AC)2
⇒ 144+25 =(AC)2
⇒ (AC)2 =169
⇒ AC =√169
⇒ AC =±13
⇒ AC =13 [taking positive square root since, side cannot be negative]
(i) ![]()
(ii) ![]()
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