The hypotenuse of the trig functions for the point -5,-4 = sqrt( (-5)^2 + (-4)^2 )
is sqrt(25 + 16) = sqrt(41)
So Sin(∅) = y value / hypotenuse = -4/sqrt(41) = -4sqrt(41)/41
Cos(∅) = x value / hypotenuse = - 5/ sqrt(41) = -5 sqrt(41)/41
Tan(∅) = y value / x value = - 4 / - 5 = 4/5
Sec(∅) = hypotenuse / x value = sqrt(41) / - 5
Csc(∅) = hypotenuse / y value = sqrt(41) / - 4
cot(∅) = adjacent / opposite = x value / y value = - 5/-4 = 5/4 = 1.25