Answer:
sec(72.542°) = 3.333
Explanation:
given data
cos(theta°) = 0.3
to find out
sec(theta°)
solution
as we know that given equation
cos(theta°) = 0.3
theta° =

theta° = 72.542 .................1
so now we find
sec(theta°)
and we know
sec(theta°) =
.................2
sec(theta°) =
..............3
sec(72.542°) =
sec(72.542°) = 3.333