sin(z)=2

Sabendo que sin(Z) = 2, podes calcular Z ?

Тригонометрическое уравнение: cos(z)=2, а при чём тут формула Эйлера?

f(z) = zeta((c1* cos(z^4) + c4*sin(z^2) + c2))/(c3 + c5*(z^3)) + c*sin(z)

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f(z)= zeta((c1* cos(z^4) + c4*sin(z^2) + c2))/(c3 + c5*(z^3)) + c*sin(z)

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26. If x, y, z are in A.P, then `(sin x-sin z)/(cosz-cosx)` is equal to a. tan y b. cot y ...

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