Answer:
33.56°
Explanation:
Base angles of an isosceles triangle are equal.
Base is bisected by a line from top (vertex) of the triangle straight down to form a right angle. Base, 100 cm, has 2 equal segments, 50 cm each.
Find h, height of the triangle:
h² = 60² - 50²
h = √1100 = 33.17
sin(f) = 33.17/60 = 0.553
m∠f = sin⁻¹(0.553) = 33.56°