Travel AgencyFor hiring a car, a travel agency charges R1 rupees per hour for the first N hours and then R2 rupees per hour. Given the total time of travel in minutes is X. The task is to find the total traveling cost in rupees.Note: While converting minutes into hours, ceiling value should be considered as the total number of hours.Constraints:For example: If the total travelling time is 90 minutes,i.e. 1.5 hours, it must be considered as 2 hours.Example:Input204 40300Output120Explanation:Total travelling hours = 300/60 = 5 hoursRupees 20/hours for first 4 hours = 20 * 4 = 80 rupeesRupees 40/hours in 5th hour = 40 * 1 = 40 rupeesHence, the total travelling cost = 80 + 40 = 120 rupeesPublic Test Cases:# INPUT EXPECTED OUTPUT1 20440300120
Question
Travel AgencyFor hiring a car, a travel agency charges R1 rupees per hour for the first N hours and then R2 rupees per hour. Given the total time of travel in minutes is X. The task is to find the total traveling cost in rupees.Note: While converting minutes into hours, ceiling value should be considered as the total number of hours.Constraints:For example: If the total travelling time is 90 minutes,i.e. 1.5 hours, it must be considered as 2 hours.Example:Input204 40300Output120Explanation:Total travelling hours = 300/60 = 5 hoursRupees 20/hours for first 4 hours = 20 * 4 = 80 rupeesRupees 40/hours in 5th hour = 40 * 1 = 40 rupeesHence, the total travelling cost = 80 + 40 = 120 rupeesPublic Test Cases:# INPUT EXPECTED OUTPUT1 20440300120
Solution
To solve this problem, you need to follow these steps:
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Convert the total travel time from minutes to hours. Since the problem statement mentions that the ceiling value should be considered as the total number of hours, if the total travel time in minutes is not a multiple of 60, you should round up the number of hours. In Python, you can use the math.ceil() function to do this.
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Calculate the cost for the first N hours. Multiply the rate for the first N hours (R1) by N.
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If the total number of hours is greater than N, calculate the cost for the remaining hours. Subtract N from the total number of hours, and then multiply the result by the rate for the remaining hours (R2).
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Add the cost for the first N hours and the cost for the remaining hours to get the total cost.
Here is a Python code snippet that implements these steps:
import math
def total_cost(R1, N, R2, X):
total_hours = math.ceil(X / 60)
cost = 0
if total_hours <= N:
cost = R1 * total_hours
else:
cost = R1 * N + R2 * (total_hours - N)
return cost
You can call this function with the given inputs to get the total cost. For example:
print(total_cost(20, 4, 40, 300)) # Output: 120
Similar Questions
Rahul manages a car service facility and wants to calculate the service charges for cars based on the time they have spent at the facility. The program takes the number of cars 'n' and the hours each car has been at the facility. It then calculates the service charges according to specific conditions and displays the car number, hours of service, and the corresponding charges for each car. Rahul uses this program to efficiently manage his car service operations.Up to 3 hours: Rs. 30.0Beyond 3 hours: Rs. 30.0 + (hours - 3) * Rs. 5.0Exactly 24 hours: Rs. 80.0Input format :The first line consists of an integer n, representing the number of cars.The next n lines consists of two integers, representing the car number and the number of hours that the respective car has spent at the facility.Output format :For each car, the output displays three values separated by spaces, representing the car number, the hours of service, and the corresponding service charges. The charges should be displayed in two decimal places.Refer to the sample output for the formatting specifications.Code constraints :In the given scenario, the test cases fall under the following constraints:2 ≤ n ≤ 101 ≤ hours ≤ 24Sample test cases :Input 1 :31867 35382 52407 24Output 1 :1867 3 30.005382 5 40.002407 24 80.00Input 2 :23245 17851 15Output 2 :3245 1 30.007851 15 90.00Input 3 :101234 41245 81456 107896 231111 122244 153247 201478 61498 103457 24Output 3 :1234 4 35.001245 8 55.001456 10 65.007896 23 130.001111 12 75.002244 15 90.003247 20 115.001478 6 45.001498 10 65.003457 24 80.00Note :The program will be evaluated only after the “Submit Code” is clicked.Extra spaces and new line characters in the program output will result in the failure of the test case.Marks : 10Negative Marks : 0
Long DriveChef and Chefina are out on a long road trip.The average speed of the car after 1010 hours of driving is 𝑋X kilometres per hour.Chef wants to achieve an average speed of 𝑌Y kilometres per hour. Given that he can travel a maximum of 100100 kilometres in one hour, find the minimum number of additional integer hours required for him to reach the target average speed.Input FormatThe first line of input will contain a single integer 𝑇T, denoting the number of test cases.Each test case consists of two space-separated integers 𝑋X and 𝑌Y — the average speed after 1010 hours of driving and the required average speed.Output FormatFor each test case, output on a new line, the minimum number of integer hours required for him to reach the target average speed.Constraints1≤𝑇≤12251≤T≤122550≤𝑋<𝑌<10050≤X<Y<100Sample 1:InputOutput350 5160 8055 9511080Explanation:Test case 11: The average speed after 1010 hours is 5050 kmph. This means that Chef has travelled a distance of 50⋅10=50050⋅10=500 kilometres. If he covers 6161 kilometres in the next hour, his average speed would be (500+61)(10+1)=51(10+1)(500+61) =51. Thus, he can achieve the target average speed in one hour.Test case 22: The average speed after 1010 hours is 6060 kmph. This means that Chef has travelled a distance of 60⋅10=60060⋅10=600 kilometres. If he covers 100100 kilometres each for the next 1010 hours, his average speed would be (600+100⋅10)(10+10)=80(10+10)(600+100⋅10) =80. Thus, he can achieve the target average speed in minimum of 1010 hours.
Problem StatementJames is a meticulous traveler who is calculating the total cost of his road trip. James considers factors such as distance traveled, gas consumption, average miles per liter, parking fees, and toll charges. The program takes inputs for miles traveled, gas consumed, average miles per liter, parking fees, and toll charges, and computes the total cost using the formula:The result is then displayed with four two-decimal places. The program utilizes arithmetic operators for the calculations.Input format :The first line consists of the total number of miles traveled per day as an integer.The second line consists of the cost of gas per liter as an integer.The third line consists of the average miles per liter of gas as a positive double-point number.The fourth line consists of the parking cost as an integer.The last line consists of the toll cost as an integer.Output format :The output displays a double value representing the total cost calculated based on the given formula with rounded-off to decimal places.Refer to the sample output for the formatting specifications.Code constraints :In the given scenario, the test cases fall under the following constraints:1 ≤ miles ≤ 10050 ≤ cost of gas ≤ 1505.0 ≤ average_miles ≤ 60.010 ≤ parking charge ≤ 100
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