cos(x)*sin(y)=1/(sqrt(3)) sin(x)*sin(y)=1/(sqrt(3)) cos(y)=-1/(sqrt(3))

1
sin(x)*sin(y) = —–
___
/ 3

-1
cos(y) = —–
___
/ 3

0.577350269189626/cos(x)

$$cos(y)1 = – frac{sqrt{3}}{3}$$
=
$$- frac{sqrt{3}}{3}$$
=

-0.577350269189626

$$sin(x)1 = cos{left (x right )}$$
=
$$cos{left (x right )}$$
=

cos(x)

x1 = -80.89601082993718
y1 = 8.46946134264487

x2 = -8.63937979737193
y2 = 4.096909271714302

x3 = -5.497787143782138
y3 = 8.46946134264487

x4 = -5.497787143782138
y4 = 2.186276035465284

x5 = 10.21017612416683
y5 = 10.38009457889389

x6 = -5.497787143782138
y6 = -4.096909271714303

x7 = -2.356194490192345
y7 = 4.096909271714303

x8 = -8.639379797371931
y8 = 4.096909271714303

x9 = -2.356194490192345
y9 = -2.186276035465284

x10 = 0.7853981633974483
y10 = 2.186276035465284

x11 = -8.639379797371931
y11 = 10.38009457889389

x12 = -11.78097245096172
y12 = 2.186276035465284

x13 = -11.78097245096172
y13 = -10.38009457889389

x14 = -2.356194490192345
y14 = 10.38009457889389

x15 = -8.639379797371931
y15 = -2.186276035465284