y=cosx^4-sinx^4
= (cosx ^2 + sinx ^2) (cosx ^2 - sinx^2)
= 1 * (cosx ^2 - sinx ^2)
= cosx ^2 - sinx ^2
= cos(2x)
所以最小正周期为
T = 2π/2 = π
y=cosx^4-sinx^4
= (cosx ^2 + sinx ^2) (cosx ^2 - sinx^2)
= 1 * (cosx ^2 - sinx ^2)
= cosx ^2 - sinx ^2
= cos(2x)
所以最小正周期为
T = 2π/2 = π