Question:

Semi-variable cost comprises _______ and _______ cost elements.

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$$\text{Total Mixed Cost} = \text{Fixed Cost Component} + (\text{Variable Cost per Unit} \times \text{Activity Level})$$ You can use mathematical techniques like the High-Low Method to split semi-variable costs into their fixed and variable parts.
Updated On: Jun 17, 2026
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Solution and Explanation

Step 1: Understanding Cost Behavior:
In cost accounting, expenses are classified by how they react to changes in production volume:
Fixed Costs: Remain constant in total regardless of production levels (e.g., factory rent).
Variable Costs: Change in direct proportion to production volume (e.g., raw material costs).

Step 2: Defining Semi-Variable Costs:

Semi-variable costs (also known as mixed or step costs) contain characteristics of both fixed and variable expenses. They remain constant up to a certain level of activity, but increase once that threshold is crossed.

Step 3: Identifying the Cost Components:

A semi-variable cost is composed of:
• A fixed component that represents the baseline cost of maintaining availability, which must be paid even if activity is zero.
• A variable component that changes directly based on actual usage or volume. A classic example is a utility bill with a flat monthly service charge (fixed) plus an additional charge per unit of electricity used (variable). Therefore, the blanks must be filled with fixed and variable.
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