我正在尝试使用以下伪代码编写名为 double my_cbrt_1(double n)的多维数据集根函数:
I'm trying to write a cube root function named double my_cbrt_1(double n) using the following pseudocode:
x = 1 repeat 10 times: x = (2x + n / x2) / 3 return x然后编写一个主函数,它打印n,cbrt(n)和my_cbrt_1(n)的n = 3.14159乘以10的k的k次幂,k = -100,-10,-1,0,1,10,和100.使用此C ++ 11代码(仅适用于linux2):
and then write a main which prints n, cbrt(n), and my_cbrt_1(n) for n = 3.14159 times 10 to the kth power for k = -100, -10, -1, 0, 1, 10, and 100. Use this C++11 code (which only works on linux2):
for(auto k : {-100, -10, -1, 0, 1, 10, 100}){ n = 3.14159 * pow(10.0, k); //cout goes here }我在入门上遇到了麻烦.如果有人可以帮助我,那就太好了!
I'm having trouble getting started on this. If anyone could help me that would be great!
推荐答案要开始使用,您可能应该一次计算单个数字的立方根,然后可以将相同的函数用于新数字
To get started, you should probably calculate the cubed root of a single number once, and then you can use that same function for new numbers
简单地实现您所获得的功能
To simply implement the function that you were given
double my_cbrt_1(double n) { double x = 1.0; for(int i=0; i<10; i++) { x = (2.0*x + n / (x*x)) / 3.0; } return x; }更多推荐
编写多维数据集根函数有问题
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