The Mango Truck Python Solution Codechef

 

The Mango Truck Problem Code: MANGOES

Submit

You are given that a mango weighs X$X$ kilograms and a truck weighs Y$Y$ kilograms. You want to cross a bridge that can withstand a weight of Z$Z$ kilograms.

Find the maximum number of mangoes you can load in the truck so that you can cross the bridge safely.

Input Format

• First line will contain T$T$, the number of test cases. Then the test cases follow.
• Each test case consists of a single line of input, three integers X,Y,Z$X,Y,Z$ - the weight of mango, the weight of truck and the weight the bridge can withstand respectively.

Output Format

For each test case, output in a single line the maximum number of mangoes that you can load in the truck.

Constraints

• 1≤T≤1000$1\le T\le 1000$
• 1≤X≤Y≤Z≤100$1\le X\le Y\le Z\le 100$

Sample Input 1 

4
2 5 11
4 10 20
1 1 1
6 40 90

Sample Output 1 

3
2
0
8

Explanation

Test case 1$1$: You can load 3$3$ mangoes at maximum. The total weight is 3×2+5=11≤11$3\times 2+5=11\le 11$. Thus, the truck can safely cross the bridge with 3$3$ mangoes. If you load 4$4$ mangoes, the total weight is 4×2+5=13>11$4\times 2+5=13>11$.

Test case 2$2$: You can load 2$2$ mangoes at maximum. The total weight is 2×4+10=18≤20$2\times 4+10=18\le 20$. Thus, the truck can safely cross the bridge with 2$2$ mangoes.

Test case 3$3$: You can load 0$0$ mangoes at maximum. The total weight is 0×1+1=1≤1$0\times 1+1=1\le 1$. Thus, the truck can safely cross the bridge only if there are 0$0$ mangoes.

Test case 4$4$: You can load 8$8$ mangoes at maximum. The total weight is 6×8+40=88≤90$6\times 8+40=88\le 90$. Thus, the truck can safely cross the bridge with 8

Code 

# cook your dish here
t = int(input())
for _ in range(t):
    x,y,z= map(int,input().split())
    n = (z-y)/x
    r = int(n)
    print(r)