How do you calculate #sinA=0.96225#?

1 Answer
Apr 3, 2018

#A = 74.21^@#

Explanation:

#sinA = 0.96225#

To solve this, we can rewrite it as:
#sin^-1(0.96225) = A#

Notice #sin^-1A# is NOT the same as #1/sinA#.
#sin^-1A# means "inverse of sine".

And when you plug that into the calculator (make sure it's in degrees), you should get around #A = 74.21^@#. Or if you want radians it is about #1.295#.

Hope this helps!