у = сos⁴x + cos4x; y' = 4cos³x · (-sin x) - 4sin4x =
= -4 (cos³x + sin4x)
y = 2cosx / x² + 4; y' = (-2sinx · x² + 2x · 2cosx)/ x⁴ =
= 2(2cosx - x·sinx)/x³
y=cos⁴x+cos4x;
y=4cos³x(-sinx)-4sin4x=-4cos³x*sinx-4sin4x;
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у = сos⁴x + cos4x; y' = 4cos³x · (-sin x) - 4sin4x =
= -4 (cos³x + sin4x)
y = 2cosx / x² + 4; y' = (-2sinx · x² + 2x · 2cosx)/ x⁴ =
= 2(2cosx - x·sinx)/x³
y=cos⁴x+cos4x;
y=4cos³x(-sinx)-4sin4x=-4cos³x*sinx-4sin4x;