FFMA - Week 6 Flashcards
(FFMA-037) What is the significance of understanding cost behavior in management accounting?
Understanding cost behavior is crucial for managers to predict how changes in activity levels affect costs. This knowledge aids in estimating future costs and the impact of operational changes on profitability.
(FFMA-038) How do variable costs behave in relation to changes in activity level?
Total variable costs change in direct proportion to changes in activity level. However, on a per-unit basis, variable costs remain constant regardless of the activity level.
(FFMA-039) What are some examples of variable costs in different types of organizations?
Examples include direct materials and direct labor in manufacturing, cost of goods bought for sale in retail, and supplies and travel in service organizations.
(FFMA-040) How are fixed costs characterized in relation to changes in activity level?
Fixed costs remain constant within a relevant range of activity. However, on a per-unit basis, fixed costs vary inversely with changes in volume – decreasing per unit with increased activity and increasing per unit with decreased activity.
(FFMA-041) What is the relevance of the ‘relevant range’ in the context of fixed costs?
The relevant range is the range of activity within which the assumption that fixed costs remain constant is valid. Beyond this range, fixed costs may change due to the need for additional resources or changes in operational capacity.
(FFMA-042) What is the importance of the cost driver or activity base in variable costing?
The cost driver or activity base is what a variable cost varies with. It’s a measure of the event that triggers the incurrence of the variable cost, such as units produced, miles driven, labor hours, or machine hours.
(FFMA-043) What is a mixed cost and how is it characterized in cost behavior?
A mixed cost, also known as semi-fixed or semi-variable, contains both fixed and variable components. Part of the cost changes with volume or usage, while another part remains fixed over time.
(FFMA-044) How is the equation of a line used to represent a mixed cost?
The equation of a line, y = mx + c, is used to represent a mixed cost where ‘y’ is the total mixed cost, ‘c’ is the total fixed cost, ‘m’ is the variable cost per unit, and ‘x’ is the level of activity.
(FFMA-045) What are examples of behavior patterns of mixed costs in different scenarios?
Examples include a salesperson’s salary (basic salary plus commission) and a theme park’s entrance fee with optional priority passes. The total cost increases with additional usage or sales, combining fixed and variable elements.
(FFMA-046) How are variable, fixed, and mixed costs represented graphically?
Variable costs start from zero and increase proportionally with activity. Fixed costs remain constant at all activity levels within the relevant range. Mixed costs start above zero due to the fixed component and then increase with activity due to the variable component.
(FFMA-047) How are variable, fixed, and mixed costs observed in different types of businesses?
In a manufacturing company, variable costs might be materials and direct labor, fixed costs could be supervisor salaries and rent, and mixed costs might include utility bills. In a service company, variable costs could be zero-hour contract labor, with fixed costs like business rates and mixed costs like power and heating.
(FFMA-048) What is the purpose of the high-low method in cost behavior analysis?
The high-low method is used to analyze the relationship between activity level (like machine hours) and associated costs (like maintenance costs). It involves identifying the highest and lowest levels of activity and examining the corresponding costs to separate variable from fixed costs.
(FFMA-049) How are the fixed and variable components of a mixed cost determined using the high-low method?
By comparing the total costs at the highest and lowest activity levels, the difference in cost is attributed to the variable component. The fixed component is then calculated by subtracting the variable cost (at a given level of activity) from the total cost.
(FFMA-050) How do you calculate the variable cost per unit using the high-low method?
The variable cost per unit is calculated by dividing the difference in total costs at the high and low activity levels by the difference in the number of units between these levels. This gives the cost incurred for each additional unit of activity.
(FFMA-051) How is the total cost formula derived using the high-low method?
The total cost formula, Y = mx + c, is derived by substituting the known values (total cost and activity level) into the formula. ‘m’ represents the variable cost per unit, ‘x’ is the activity level, and ‘c’ is the fixed cost.