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Trigonometric Functions(三角函数之歌) - Cc7oo
以下歌词翻译由文曲大模型提供
Composed by:Cc7oo
Sine cosine secant cosecant
正弦、余弦、正割、余割
Let's sing a song about trig-functions
让我们来唱一首关于三角函数的歌
Sin(2π+α)=sinα
Cos(2π+α)=cosα
Tan(2π+α)=tanα
Induction formula1 and induction formula 2
诱导公式一和诱导公式二
Sin(π+α)= -sinα
Cos(π+α)=-cosα
Tan(π+α)= tanα
Sin(π-α)= sinα
Cos(π-α)=-cosα
You wanna measure width of a river height of a tower
你想测量河流的宽度 或是高塔的高度
You scratch your head which cost you more than an hour
你为此挠头苦思 耗费了不止一小时
You don't need to ask any "gods" or" master" for help
你无须向任何"神明"或"大师"求助
This group of formulas are gonna help you solve
这组公式会帮你解决所有问题
Sin(α+β)=sinα•cosβ+cosα•sinβ
正弦(α+β)=正弦α•余弦β+余弦α•正弦β
Cos(α+β)=cosα•cosβ-sinα•sinβ
余弦(α+β)=余弦α•余弦β-正弦α•正弦β
Tan(α+β)=(tanα+tanβ)/(1-tanα•tanβ)
正切(α+β)=(正切α+正切β)/(1-正切α•正切β)
Sin(α-β)=sinα•cosβ-cosα•sinβ
正弦(α-β)=正弦α•余弦β-余弦α•正弦β
Cos(α-β)=cosα•cosβ+sinα•sinβ
余弦(α-β)=余弦α•余弦β+正弦α•正弦β
Tan(α-β)=(tanα-tanβ)/(1+tanα•tanβ)
正切(α-β)=(正切α-正切β)/(1+正切α•正切β)
As you come across a right triangle you fell easy to solve
当你遇到直角三角形 便能轻松应对
But an obtuse triange gonna make you feel confused
但钝角三角形总会让你困惑不已
Don't worry about what you do
无需担忧你所面对的困境
There are always means to solve
总有方法能将其解开
As long as you master the sine cosine law
只要你掌握了正弦余弦法则
At this moment I've got nothing to say
此刻我已无言以对
As trig-functions rain down upon me
当三角函数的雨点轻轻落下
At this moment I've got nothing to say
此刻我已无言以对
Let's sing a song about trig-functions
让我们来唱一首关于三角函数的歌
Long live the trigonometric functions
三角函数永世长存
