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2x-1=π/2+2kπ
2x=1+π/2+2kπ
x=1/2+π/4+kπ, k∈C
b)
3x=2/3)π+2kπ lub 3x=4/3)π+2kπ
x=(2/9)π+(2/3)kπ lub x=(4/9)π+(2/3)π, k∈C
c)
sin4x-sin3x=0
2sin(x/2)cos(7x/2)=0
sin(x/2)=0 ∨ cos(7x/2)=0
x/2=kπ ∨ 7x/2=π/2+kπ
x=2kπ ∨ x=π/7 +(2kπ)/7, k∈C