## Semi Variable Cost Definition

Semi variable costs are those costs that include components and features of both fixed and variable costs. That means it is a mixture of both fixed and variable costs, hence it is also known as mixed costs.

In such mixed cost, the fixed part will occur irrespective of the level of the production, even in case of zero production activities, a fixed cost will still incur. However, the variable part of such costs is totally dependent on the level of production work carried by the entity and increases in proportion with the production levels. That means that semi-variable cost can be calculated by adding the fixed costs and the variable costs (based on the level of productions).

### Semi-Variable Cost Formula

**Semi Variable Cost Formula = F + VX**

Where:

- F = fixed cost
- V = variable cost per unit
- X = total production in units

### Examples of Semi Variable Cost

#### Example #1

The best examples to understand this concept are the expenses related to telephone and electricity:

Telephone Bills: – A firm has a landline telephone connection with a plan to make 100 calls per day. The plan costs $750 per month, however, if the firm makes more calls than a rate of $0.50 per call will be charged. Calculate the variable, fixed and semi-variable costs for the firm for 1 month. Assume firm make additional 40 calls per day.

**Solution:**

**Firm’s Fixed Cost = $ 750 per month**

This constant amount incurred by firm irrespective of the number of calls made is the fixed cost

**Total Variable Cost** = Variable Cost Per Unit * Additional calls per month

4.9 (1,067 ratings)

- =0.5 * (40*30)
- =
**$ 600****per month**

**Semi-Variable Cost** Formula = Fixed Cost + Total Variable Cost

- =$ (750 + 600)
**$ 1350**

Create a sensitivity analysis of the cost for the telephone bills of the firm and create a graphical presentation.

Graphical presentation of mixed cost for monthly charges is as follows-

#### Example #2

The production dept of a company incurs fixed expenses of $1.5 million per month while operating on its minimal capacity. Due to an urgent big order, it has to work for an additional 90 hours in the month. The company provides the data regarding its variable costs that consists of electricity bills, telephone bills, raw material expenses, and salaries to be $12000 per hour. The company wants to calculate its total semi-variable cost.

We have the following data for the calculation of cost-

Calculating total mixed cost:

- T = F + VX
- =1,500,000 + (12000 * 90)
- =1,500,000 + 1,080,000
- =2,580,000

#### Example #3

Let’s say, Admiral Sportswear Pvt. Ltd, an international sportswear manufacturing company located in England. For the upcoming tournament of ICC cricket world cup, the factory needs to work for some extra hours to fulfill the extra requirements. The management is worried about the increment in the costs due to additional production activities.

Consider the following information about the semi-variable cost at different production levels provided by the production department of the company to calculate the variable cost and the fixed cost.

**Given:**

Calculating the variable portion (per unit)

**#1 – Difference between the units of output and related Cost**

**#2 –** **Variable cost per unit**

Divide the calculated difference cost by quantity:

- = £9,000,000 / £ 400000
- = £22.50

**#3 – Calculating Fixed cost**

- = £ 50,00,000 – £ 22,50,000
- = £ 27,50,000

**#4 – Rechecking the results:** by adding the fixed cost to the total variable costs (at 500000 units). The result should be the total cost as given.

Refer above-given excel sheet for detailed calculations.

### Conclusion

Semi variable cost has components of both variable and fixed expenses hence it becomes important for companies to consider while planning for additional production activities. Ignorance or inefficient management of costs may limit the profitability of the company at higher levels of production.

- Remember this cost remains fixed up to a certain level of production but gradually increases upon utilization of higher levels of production capacity of the company.
- Refer to the graph shown in example 1 where telephone bills remain constant up to a certain limit and with additional usage, the bill amount gradually rises.

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