HDU 4968 Improving the GPA, hdu4968

HDU 4968 Improving the GPA, hdu4968

Problem DescriptionXueba: Using the 4-Point Scale, my GPA is 4.0.

In fact, the average score of Xueba is calculated by the following formula:

Average score = Σ (Wi * SCOREi)/Σ (Wi) 1 <= I <= N
Where SCOREi represents the scores of the ith course and Wi represents the credit of the corresponding course.

To simplify the problem, we assume that the credit of each course is 1. in this way, the average score is Σ (SCOREi)/N. in addition, SCOREi are all integers between 60 and 100, and we guarantee that Σ (SCOREi) can be divided by N.

In SYSU, the university usually uses the average score as the standard to represent the students 'level. however, when the students want to study further in foreign countries, other universities will use the 4-Point Scale to represent the students level. there are 2 ways of transforming each score to 4-Point Scale. here is one of them.


The student's average GPA in the 4-Point Scale is calculated as follows: GPA = Σ (GPAi)/N
So given one student's average score and the number of the courses, there are still different possible values in the 4-Point Scale. please calculate the minimum and maximum value of the GPA in the 4-Point Scale.
 
InputThe input begins with a line containing an integer T (1 <T <500), which denotes the number of test cases. the next T lines each contain two integers AVGSCORE, N (60 <= AVGSCORE <= 100, 1 <= N <= 10 ).
OutputFor each test case, you shoshould display the minimum and maximum value of the GPA in the 4-Point Scale in one line, accurate up to 4 decimal places. there is a space between two values.
Sample Input

475 175 275 375 10

 
Sample Output

3.0000 3.00002.7500 3.00002.6667 3.16672.4000 3.2000HintIn the third case, there are many possible ways to calculate the minimum value of the GPA in the 4-Point Scale.For example, Scores 78 74 73 GPA = (3.0 + 2.5 + 2.5) / 3 = 2.6667Scores 79 78 68 GPA = (3.0 + 3.0 + 2.0) / 3 = 2.6667Scores 84 74 67 GPA = (3.5 + 2.5 + 2.0) / 3 = 2.6667Scores 100 64 61 GPA = (4.0 + 2.0 + 2.0) / 3 = 2.6667

Question: Tell you the average number of n people, calculate the maximum and minimum average score.

Idea: simple DP, dp [I] [j] the maximum score of I total score j and

#include <iostream>#include <cstdio>#include <cstring>#include <algorithm>using namespace std;const int maxn = 105;const double inf = 90000000.0;double dp[15][1010], tab[105];double lp[15][1010];int main() {for (int i = 60; i <= 69; i++)tab[i] = 2.0;for (int i = 70; i <= 74; i++)tab[i] = 2.5;for (int i = 75; i <= 79; i++)tab[i] = 3.0;for (int i = 80; i <= 84; i++)tab[i] = 3.5;for (int i = 85; i <= 100; i++)tab[i] = 4.0;memset(dp, 0, sizeof(dp));for (int i = 60; i <= 100; i++)dp[1][i] = tab[i];for (int i = 2; i <= 10; i++)for (int j = 60; j <= 100; j++)for (int k = j; k <= 1000; k++)if (dp[i-1][k-j] != 0)dp[i][k] = max(dp[i][k], dp[i-1][k-j]+tab[j]);for (int i = 0; i <= 10; i++)for (int j = 0; j <= 1000; j++)lp[i][j] = inf;for (int i = 60; i <= 100; i++)lp[1][i] = tab[i];for (int i = 2; i <= 10; i++)for (int j = 60; j <= 100; j++)for (int k = j; k <= 1000; k++)if (lp[i-1][k-j] != inf)lp[i][k] = min(lp[i][k], lp[i-1][k-j]+tab[j]);int v, n;int t;scanf("%d", &t);while (t--) {scanf("%d%d", &v, &n);printf("%.4lf %.4lf\n", lp[n][n*v]/n, dp[n][n*v]/n);}return 0;}

Hangdian ACM Steps 127 GPA

# Include <stdio. h>
# Include <string. h>
Int main (){
Int j, t, f, I, s;
Char a [1000];
While (gets ()! = NULL ){
S = 0; I = 0; f = 1;
For (j = 0; j <strlen (a); j ++ ){
If (a [j]! = ''){
Switch (a [j]) {
Case 'A': t = 4; I ++; break;
Case 'B': t = 3; I ++; break;
Case 'C': t = 2; I ++; break;
Case 'D': t = 1; I ++; break;
Case 'F': t = 0; I ++; break;
Default: f = 0; break;
}
S = s + t ;}}

If (f = 1)
Printf ("%. 2f \ n", s * 1.0/I );
Else
Printf ("Unknown letter grade in input \ n ");
}
Return 0;
}

Hang Dian acm1201 program for calculating gpa, always prompts ouput limit exceed

Printf ("%. 2f \ n", k );??

What is this.
The final result is an integer. You output a floating point number,

The question you wrote is not 1201.