How do you evaluate #[cos(arccos (3/5) - arcsin (4/5))]#?
1 Answer
Oct 27, 2015
Explanation:
#3^2+4^2=5^2#
So a
#arccos(3/5) = B = arcsin(4/5)#
So:
#3^2+4^2=5^2#
So a
#arccos(3/5) = B = arcsin(4/5)#
So: