Find x where arc denotes the principal value.
x= cos(arcsin(4/5)+arctan(4/5))
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Find x where arc denotes the principal value.
x= cos(arcsin(4/5)+arctan(4/5))
x=-.031234752378
did you use a calculator?show me the math!lol
Nobody answered this question either?
-sqrt(41)/205
post your proof
let
sin a =4/5
tg b=4/5
cos(a+b)= cos a cos b - sin a sin b
sin a = 4/5 => cos a = 3/4
sin b = 4/5 cos b
sin ^2 b + cos^2 b = 16/25 cos^2 b + cos^2 b =1
41/25 cos^2 b= 1
cos^2 b= 25/41
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