Problem StatementMaria loves shopping and is curious to know the total cost of her favorite items. She intends to purchase t items, each priced at p rupees, with a progressive increase of 5 rupees for every subsequent item.Write a program that takes the price of one item (p) and the number of items (t) as input, calculates the total cost using the formula (t/2) * (2p + (t-1) * 5), and displays the result.Input format :The first line of input consists of a float value p, representing the price of an item.The second line of input consists of an integer t, representing the number of items.Output format :The output displays "Rs. " followed by a float value, representing the total cost in rupees, rounded off to two decimal places.Refer to the sample output for formatting specifications.Code constraints :In this scenario, the test cases fall under the following constraints:10.0 ≤ p ≤ 1000.01 ≤ t ≤ 100Sample test cases :Input 1 :10.03Output 1 :Rs. 45.00Input 2 :720.056Output 2 :Rs. 48020.00

Linda is managing a small business and wants to calculate the total revenue based on the sales of two products. The price of the first product is 25 rupees, and the price of the second product is 40 rupees. Write a program that takes the quantity sold for each product as input and outputs the total revenue using arithmetic operators.Input format :The first line of input consists of an integer, representing the quantity sold for the first product.The second line of input consists of an integer, representing the quantity sold for the second product.Output format :The output displays an integer, representing the total revenue of the products. Refer to the sample output for the formatting specifications.Code constraints :In this scenario, the test cases fall under the following constraints:1 ≤ quantity sold for both products ≤ 20Sample test cases :Input 1 :58Output 1 :445Input 2 :1319Output 2 :1085

Problem StatementLilly went shopping with a budget of Rs. 10,000 to buy clothes, and accessories. The cost of clothes is twice the value of accessories, and there is an additional expense of Rs. 1000 for fuel. Develop an expense calculator by inputting the amount spent on accessories, then calculate and display Lilly's remaining amount rounded to two decimal places after her shopping.ExampleInput:2000.0Output:3000.0Explanation:budget = 10000.0;fuel = 1000.0;accessories = 2000.0clothes = 2 * accessories = 2 * 2000 = 4000.0total = clothes + accessories + fuel = 4000.0 + 2000.0 + 1000.0 = 7000.0remaining = budget - total = 10000.0 - 7000.0 = 3000.0Input format :The input consists of a float value a, representing the amount spent on accessories.Output format :The output prints the remaining budget after shopping, rounded to two decimal places in the following format: "Rs. [remaining amount]". Refer to the sample output for the formatting specifications.Code constraints :In this scenario, the test cases fall under the following constraints:10.0 ≤ a ≤ 3000.0Sample test cases :Input 1 :10.0Output 1 :Rs. 8970.00Input 2 :2000.0Output 2 :Rs. 3000.00Input 3 :3000.0Output 3 :Rs. 0.00Input 4 :1578.89Output 4 :Rs. 4263.33Note :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.

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

The price of 2 liters of milk was R14.99 in 2014.  Using a rate of inflation of 6.3% per year, calculate and print each year since 2014 to 2020 with the price of milk in that year, up to and including 2020.  Which of the following algorithms will solve this problem statement?a.DeterminePriceIncrease     price = 14.99     for k = 2014 to 2020         display “Year: “, k, “ price: R”, price         price = 14.99 * 0.063     next kendb.DeterminePriceIncrease     for k >= 2020         display “Year: “, k, “ price: R”, price         price = price * 1.063     next kendc.DeterminePriceIncrease     for k = 2014 to 2020         display “Year: “, k, “ price: R”, price         price = 14.99 * 1.063     next kendd.DeterminePriceIncrease     price = 14.99     for k = 2014 to 2020         display “Year: “, k, “ price: R”, price         price = 14.99 * 1.063     next kend

Ramesh went to a general Store and picked two items of x and y prices.Write a java program to calculate the total amount for Ramesh to pay.Sample Test Case:Enter x value: 10Enter y value: 20Sum: 30Sample Test CasesTest Case 1:Expected Output:Enter·x·value:·10Enter·y·value:·20Sum:·30Test Case 2:Expected Output:Enter·x·value:·12Enter·y·value:·50Sum:·62Test Case 3:Expected Output:Enter·x·value:·700Enter·y·value:·654Sum:·1354Test Case 4:Expected Output:Enter·x·value:·99Enter·y·value:·100Sum:·199