Showing posts with label Break-even Analyses. Show all posts
Showing posts with label Break-even Analyses. Show all posts

Monday, 17 November 2014

Example of profit Range


Example of profit Range

There are two products which have maximum demand of 5000 units and minimum demand of 3000 units and company has a fixed cost of 50,000. The product has the following selling price and variable cost.


Product A
Product B
Sales
150
170
Variable Cost
  80
 80
Maximum demand
5000 unit
5000 unit
Minimum Demand
3000 unit
3000 unit







Calculate the profit possibilities for Sara and co.

Solution

Contribution

Sales
150
170
Variable Cost
80
  80
Unit Contribution
 70
  90





1. Favorable Condition (Maximum Demand)


Unit contribution
Unit sold
Total Contribution
Product A
80
5000
40,000
Product
90
5000
45000
Total Contribution


85000
Fixed Cost


(50,000)
Profit


35,000


2. Minimum Demand Condition


Unit contribution
Unit sold
Total Contribution
Product A
80
3000
  24,000
Product
90
3000
  27,000
Total Contribution


  51,000
Fixed Cost


  (50,000)
Profit


    1,000


The company profit range will be between 35,000 and 1000 .

Sunday, 28 October 2012

Break-even Point

Contribution


Sale unit price is constant and variable cost is also constant therefore each unit sold result in a unit profit which is known as contribution and the formula of calculating unit contribution.
Contribution = Sales – Variable cost

Conceptually the fixed cost is a period cost and therefore we must generate enough contribution to cover fixed cost. This situation where we able to cover over fixed cost are known as break-even point. This point is also known as no profit no loss situation.

Example of Break even


Sale Price = 20
Variable Cost = 16
Fixed Cost = 40,000

What is break-even point?

Solution

Unit contribution = 20-16
Unit contribution = 4
Required level =                      fixed Cost/unit Contribution
                          =          40,000/4
                         =           10,000 units

Desired Level Profit



The concept of break even may be further extended to get the desired level of profit and the formula is amended as below
Desired level of profit = (Fixed Cost + Desired Level of profit)/unit contribution


Example of Desired level of Profit


Example of Break even
Sale Price = 20
Variable Cost = 16
Fixed Cost = 40,000
Desired level of profit = 70,000
What is required contribution?

Solution


Unit Contribution = 20-16
                              = 4
Required level of contribution:    (40,000+70,000)/4
                                                         = 110,000/4
                                                         = 27,500 units



Margin of Saftey


What is Margin of safety


Margin of safety is difference between the budget unit and break even. This difference may be  expressed in term of unit, revenue or percentage of budgeted figure.

What is formula of Margin of Safety



Formula =      i) Budgeted (units) – Break even (unit)
                = ii )  Budgeted (Revenue) – Break Even (Revenue)



Purpose of calculating the margin of Safety



The main purpose of calculating the margin of safety is to determine the risk factor. In simple term margin of safety tell what margin you have before the profit fall down at a level of break even a situation and that margin can be express either in terms of unit, revenue or as percentage of budgeted .

Example of Margin Safety



Sale Price = 20
Variable Cost = 16
Fixed Cost = 40,000
Budgeted unit are 25,000


What is Margin of Safety in terms of unit and percentage?


First place we will calculate the break even

= 40,000/(20-16)
= 10,000 units

Margin of safety = 25,000-10,000
                              = 15,000 units

Margin of safety in % = 15,000 units/ 25,000 units
                                      = 60%