RRB NTPC · Question 73
If cot52° = b, tan38° = ? A. √b B. √b/2 C. – b D. b
Show answer & explanation
Answer: (B) D
Explanation
52° and 38° are complementary (52 + 38 = 90), and tan(90° − θ) = cot θ. So tan 38° = cot 52° = b.
RRB NTPC · Question 73
Answer: (B) D
52° and 38° are complementary (52 + 38 = 90), and tan(90° − θ) = cot θ. So tan 38° = cot 52° = b.