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1.Let |z|=3 and |e^z/(z^2+1)|≦L determine the value of L 2.Express (1)cos3θ and (2)sin3θ in term of cosθ and sinθ by using Euler's formula. 3.Let |z|=2 |Re(2 + zbar + z^3|<L_1 and |1/(z^4-4z^2+3)|<L_2 then determine the value of L_1 and L_2 就這幾題 我不知道看到要怎麼下手@@ 拜託了QQ -- ※ 發信站: 批踢踢實業坊(ptt.cc) ◆ From: 140.115.204.42
suhorng :2. exp(i ×3θ) = [exp(iθ)]^3, 實部=實部, 虛部 09/28 19:59
suhorng : = 虛部左右比對 09/28 19:59