Two businesses, P Ltd. and Q Ltd. sell the same type of product in the same type of market. Their budgeted profit and loss accounts for the coming year are as under: P Ltd. (Rs.) Q. Ltd. (Rs.) Sales 150000 150000 Variable Cost 120000 100000 Fixed cost 15000 35000 Budgeted Net profit 15000 15000 You are required to: Calculate the break-even point for each business Calculate the sales volume at which each business will earn Rs.5,000 Profit. State which business is likely to earn greater profit in conditions of: Heavy demand for the product Low demand for the product,and,briefly give your argument as well.
Two businesses, P Ltd. and Q Ltd. sell the same type of product in the same type of market. Their budgeted profit and loss accounts for the coming year are as under: P Ltd. (Rs.) Q. Ltd. (Rs.) Sales 150000 150000 Variable Cost 120000 100000 Fixed cost 15000 35000 Budgeted Net profit 15000 15000 You are required to: Calculate the break-even point for each business Calculate the sales volume at which each business will earn Rs.5,000 Profit. State which business is likely to earn greater profit in conditions of: Heavy demand for the product Low demand for the product,and,briefly give your argument as well.
Managerial Accounting: The Cornerstone of Business Decision-Making
7th Edition
ISBN:9781337115773
Author:Maryanne M. Mowen, Don R. Hansen, Dan L. Heitger
Publisher:Maryanne M. Mowen, Don R. Hansen, Dan L. Heitger
Chapter7: Cost-volume-profit Analysis
Section: Chapter Questions
Problem 42E: Sales Revenue Approach, Variable Cost Ratio, Contribution Margin Ratio Arberg Companys controller...
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Two businesses, P Ltd. and Q Ltd. sell the same type of product in the same type of market. Their budgeted
|
P Ltd. (Rs.) |
Q. Ltd. (Rs.) |
Sales |
150000 |
150000 |
Variable Cost |
120000 |
100000 |
Fixed cost |
15000 |
35000 |
Budgeted Net profit |
15000 |
15000 |
You are required to:
- Calculate the break-even point for each business
- Calculate the sales volume at which each business will earn Rs.5,000 Profit.
- State which business is likely to earn greater profit in conditions of:
- Heavy demand for the product
Low demand for the product,and,briefly give your argument as well.
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