点击链接PAT甲级-AC全解汇总
题目:
If a machine can save only 3 significant digits, the float numbers 12300 and 12358.9 are considered equal since they are both saved as 0.123×10?5?? with simple chopping. Now given the number of significant digits on a machine and two float numbers, you are supposed to tell if they are treated equal in that machine.
Input Specification:
Each input file contains one test case which gives three numbers N, A and B, where N (<100) is the number of significant digits, and A and B are the two float numbers to be compared. Each float number is non-negative, no greater than 10?100?? , and that its total digit number is less than 100.
Output Specification:
For each test case, print in a line YES
if the two numbers are treated equal, and then the number in the standard form 0.d[1]...d[N]*10^k
(d[1]
>0 unless the number is 0); or NO
if they are not treated equal, and then the two numbers in their standard form. All the terms must be separated by a space, with no extra space at the end of a line.
Note: Simple chopping is assumed without rounding.
Sample Input 1:
3 12300 12358.9
Sample Output 1:
YES 0.123*10^5
Sample Input 2:
3 120 128
Sample Output 2:
NO 0.120*10^3 0.128*10^3
题意:
判断在k位有效位的时候科学记数法的表达是否一样
算法笔记的代码:
#include<cstdio>
#include<iostream>
#include<string>
using namespace std;
int n;
string deal(string s,int& e){
int k=0;while(s.length()>0&&s[0]=='0'){
s.erase(s.begin());}if(s[0]=='.'){
// 0.***s.erase(s.begin());while(s.length()>0&&s[0]=='0'){
// 0.000***s.erase(s.begin());e--;} // ->0.000[***]}else{
// ***.***while(k<s.length()&&s[k]!='.'){
k++;e++;} // ***.***if(k<s.length()){
// s[k]=='.'s.erase(s.begin()+k);} //[***].[***]}if(s.length()==0){
e=0;} // 0.0int num=0;k=0;string res;while(num<n){
if(k<s.length()) //还有非零数res+=s[k++];else //用零补齐res+='0';num++; //有效位}return res;
}
int main(){
string s1,s2,s11,s22;cin>>n>>s1>>s2;int e1=0,e2=0;s11=deal(s1,e1);s22=deal(s2,e2);if(s11==s22&&e1==e2){
cout<<"YES 0."<<s11<<"*10^"<<e1<<endl;}else{
cout<<"NO 0."<<s11<<"*10^"<<e1<<" 0."<<s22<<"*10^"<<e2<<endl;}return 0;
}