cos2x-0.5+sin^2 x = 0
cos2x-0.5+1-cos^2 x=0
2sinxcosx+0.5-cos^2 x = 0
2tgx+0.5-1 = 0
2tgx-0.5=0
2tgx=0.5
tgx = 1/4
x=arctg (1/4) + πn, n∈z
ответ: x=arctg (1/4) + πn, n∈z
cos2x-0.5+sin^2 x = 0
cos2x-0.5+1-cos^2 x=0
2sinxcosx+0.5-cos^2 x = 0
2tgx+0.5-1 = 0
2tgx-0.5=0
2tgx=0.5
tgx = 1/4
x=arctg (1/4) + πn, n∈z
ответ: x=arctg (1/4) + πn, n∈z