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.

Lilly 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.

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

Using the static budget, calculate the variable cost/unit and prepare a flexible budget.Do not enter dollar signs or commas in the input boxes.Round all answers to the nearest whole number.Static Budget Variable Cost/Unit Flexible BudgetUnits Produced and Sold 9,200 1 8,400Revenue 432,400 Answer AnswerVariable Costs 156,400 Answer AnswerContribution Margin 276,000 Answer AnswerFixed Costs 38,000 AnswerOperating Income 238,000 Answer

Consider the scenario below:A TV manufacturer and seller sold 50 units for a total of P3,750,000 worth of television sets for the month of August 2018. Fixed Expenses at P1,000,000 and Variable Expenses at P888,000.Compute for the Variable Expense per unit.Select one:a.20,670b.15,550c.17,760d.27,260

Q 01. Jacob spends 8% of his income on transport and 60% of the remaining amount on food. After these expenses, he managed to save $662.4. His income is: Ops: A. $900 B. $1100 C. $1800 D. $1000 Q 02. If the cost price of an item is $840, the mark up is 15% and the discount is 10%, then find the profit percent. Ops: A. 4.8% B. 6.2% C. 7% D. 3.5% Q 03. The ratio of water and oil in a mixture of 72 litres is 11 : 13 . How many litres of water must be added to the mixture to make the ratio 5 : 4? Ops: A. 22.75 litres B. 15.75 litres C. 19.56 litres D. 14.89 litres Q 04. Incomes of Sophia and Alice are in the ratio of 7 : 9 and each of them saves $360. Find Sophia's income, if the ratio of their expenditures is 2 : 3? Ops: A. $1420 B. $1080 C. $840 D. $1360 Q 05. Rachel bought a bag for $750 and sold it for a loss of $32. What is the selling price of the bag? Ops: A. $825 B. $782 C. $850 D. $718