The Fire (Radio Edit) - Felix Cartal
Say goodbye as I'm walking on a wire
Close your eyes
You can leave me in the fire
Don't need to justify
The way I feel tonight
Because I know the plight, is worth the fa-a-all
Into the neon sky, I chase another high
I left it all behind, so let me go-o-o
Just say goodbye as I'm walking on a wire
Just close your eyes
You can leave me in the fire
Leave me in the fire
Leave me in the fire
Leave me in the fire
Leave me in the fire
Leave me in the fire
Leave me in the fire
Leave me in the fire
Leave me in the fire
Leave me in the fire
Say goodbye as I'm walking on a wire
Close your eyes
You can leave me in the fire
Don't need to justify
The way I feel tonight
Because I know the plight, is worth the fa-a-all
Into the neon sky, I chase another high
I left it all behind, so let me go-o-o
Just say goodbye as I'm walking on a wire
Just close your eyes
You can leave me in the fire
Leave me in the fire
Leave me in the fire
Leave me in the fire
Leave me in the fire
Leave me in the fire
Leave me in the fire
Leave me in the fire
Leave me in the fire
Leave me in the fire
[(n+528)×5–39343]÷05-10×n+1=5201314
n是任意实数
r=2a(1+cosθ),
极坐标的图像表示心型线,最早出现在笛卡尔写给他喜欢的人的一封情书上面。
[
-5e^(2iπ)+13]/2=14
这个方程式的主体部分来自于欧拉的著名公式(数学上最美的公式):e^(2iπ)+1=0
在这个公式里面依次出现了
5
2
i
1
3
1
4
意思可以理解为”我爱你一生一世“。
扩展资料:
e^(2iπ)+1=0其被德国数学家克莱因(Felix Klein)称为“整个数学中最卓越的公式之一”。
其漂亮之处在于将 0、1(来自算术),π(来自几何),e(来自分析学),i(来自代数)这五个数以及加法、乘法、指数运算这 3 种重要的数学运算巧妙的结合在一起。
公式中两个最著名的超越数结伴而行,实数和虚数熔于一炉,从欧拉公式可以看出人类创造的数学的奇异美,因此人们经常把它与爱因斯坦质能方程并列为数学和物理学公式中的双子星。
欢迎分享,转载请注明来源:表白网
评论列表(0条)