3
Q:
A) 1:√3 | B) 1:3 |
C) 1:2 | D) 1:2√3 |
Answer: B) 1:3
Explanation:
Explanation:
Let the side of regular hexagon be ‘a’
Let height of the tower 1 be h1 and tower 2 be h2
Height of tower 1 = h1 = (distance between A and B)* (tan 30o)= a.1/√3
Distance between A and C = 2*√3.a/2= √3a
Height of tower 2 = h2 = (distance between A and C)* (tan 45o) = √3a.1 = √3a
Ratio of height of towers at B and C respectively =a/√3/√3a = 1/3.