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Questions and Answers
What is the formula to calculate break-even quantity?
What is the formula to calculate break-even quantity?
- q = FC / C per unit
- q = C / (p - v)
- q = (X + FC) / (p - v)
- q = FC / (p - v) (correct)
The contribution per unit is calculated by subtracting the variable cost from the selling price.
The contribution per unit is calculated by subtracting the variable cost from the selling price.
True (A)
What is the contribution per unit given a unit selling price of £20 and a unit variable cost of £10?
What is the contribution per unit given a unit selling price of £20 and a unit variable cost of £10?
£10
The margin of safety is calculated as expected sales minus ________ sales.
The margin of safety is calculated as expected sales minus ________ sales.
Match the following terms with their respective definitions:
Match the following terms with their respective definitions:
What is the formula for calculating profit in Cost-Volume-Profit (CVP) analysis?
What is the formula for calculating profit in Cost-Volume-Profit (CVP) analysis?
At the break-even point, total revenue equals total fixed costs.
At the break-even point, total revenue equals total fixed costs.
What does the abbreviation FC stand for in CVP analysis?
What does the abbreviation FC stand for in CVP analysis?
The break-even point occurs when profit equals ______.
The break-even point occurs when profit equals ______.
Match the following components of CVP analysis with their definitions:
Match the following components of CVP analysis with their definitions:
What do total variable costs depend on in CVP analysis?
What do total variable costs depend on in CVP analysis?
Total sales at the break-even point are greater than total costs.
Total sales at the break-even point are greater than total costs.
What is the relationship between total sales and total costs at the break-even point?
What is the relationship between total sales and total costs at the break-even point?
What are the two main components of semi-variable costs?
What are the two main components of semi-variable costs?
All costs can be classified as either fixed or variable without exception.
All costs can be classified as either fixed or variable without exception.
What does the break-even point represent in CVP analysis?
What does the break-even point represent in CVP analysis?
Semi-fixed costs are fixed within specified activity levels but eventually increase or decrease by some constant amount at _____ activity levels.
Semi-fixed costs are fixed within specified activity levels but eventually increase or decrease by some constant amount at _____ activity levels.
Match the type of cost to its description.
Match the type of cost to its description.
What does cost-volume-profit (CVP) analysis help determine?
What does cost-volume-profit (CVP) analysis help determine?
Fixed costs remain constant regardless of the level of activity.
Fixed costs remain constant regardless of the level of activity.
What is a cost object?
What is a cost object?
Direct materials are an example of ______ costs in a manufacturing organization.
Direct materials are an example of ______ costs in a manufacturing organization.
Match the following types of costs with their definitions:
Match the following types of costs with their definitions:
Which of the following is NOT considered a fixed cost?
Which of the following is NOT considered a fixed cost?
Semi-variable costs remain unchanged unless a specific threshold is crossed.
Semi-variable costs remain unchanged unless a specific threshold is crossed.
What is the primary focus of management accounting?
What is the primary focus of management accounting?
What is the planned selling price per collar for Yorkies Ltd?
What is the planned selling price per collar for Yorkies Ltd?
The break-even point for Yorkies Ltd is 40,000 units.
The break-even point for Yorkies Ltd is 40,000 units.
What is the total profit calculated for Yorkies Ltd?
What is the total profit calculated for Yorkies Ltd?
The variable costs for Yorkies Ltd per unit is ______.
The variable costs for Yorkies Ltd per unit is ______.
How many units represent the margin of safety for Yorkies Ltd?
How many units represent the margin of safety for Yorkies Ltd?
Match the following costs with their descriptions:
Match the following costs with their descriptions:
Fixed costs for Yorkies Ltd total to £93,000 annually.
Fixed costs for Yorkies Ltd total to £93,000 annually.
What is the mathematical formula for margin of safety?
What is the mathematical formula for margin of safety?
Flashcards
Semi-fixed Costs
Semi-fixed Costs
Costs that remain constant over a wide range of activity levels, but increase or decrease by a set amount at critical activity levels.
Variable Costs
Variable Costs
Costs that vary directly with the level of activity. Example: Direct materials, direct labor.
Fixed Costs
Fixed Costs
Costs that remain constant regardless of activity level within a relevant range. Example: Rent, salaries.
Semi-variable Costs
Semi-variable Costs
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Cost-Volume-Profit (CVP) Analysis
Cost-Volume-Profit (CVP) Analysis
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Cost Object
Cost Object
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Break-Even Point
Break-Even Point
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Cost Accounting
Cost Accounting
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Full Costing
Full Costing
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Profit
Profit
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Total Contribution (C)
Total Contribution (C)
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Fixed Costs (FC)
Fixed Costs (FC)
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Price per Unit (p)
Price per Unit (p)
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Quantity (q)
Quantity (q)
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Break-Even Quantity
Break-Even Quantity
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Contribution Margin
Contribution Margin
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Profit-Volume Ratio (P/V Ratio)
Profit-Volume Ratio (P/V Ratio)
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Margin of Safety
Margin of Safety
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What is the break-even point?
What is the break-even point?
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What is Margin of Safety?
What is Margin of Safety?
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What is Contribution Margin per Unit?
What is Contribution Margin per Unit?
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What is CVP Analysis?
What is CVP Analysis?
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What are Fixed Costs?
What are Fixed Costs?
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What are Variable Costs?
What are Variable Costs?
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What is Cost Accounting?
What is Cost Accounting?
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Study Notes
Introduction to Accounting and Finance - Lecture 8
- The lecture focuses on management accounting's role in decision-making and cost management as a key control lever.
- Lecture 8 covers cost accounting concepts and cost-volume-profit (CVP) analysis. CVP analysis determines the break-even point, where revenue equals total costs.
- Lecture 9 focuses on full costing, calculating costs for products, services, or business units, and its effects on pricing.
- Lecture 10 looks at examples of decisions based on costs and models for production decisions with limited resources.
Cost Objects
- A cost object (or cost unit) is anything (product, service, activity) for which a separate cost measurement is necessary.
Classification by Cost Behaviour
- Understanding how costs and revenues change with activity levels is crucial for many decisions.
- Cost types:
- Variable costs: change in direct proportion to activity levels.
- Fixed costs: remain constant over a wide range of activity levels.
- Semi-fixed costs: fixed within certain activity levels but change by fixed amounts at critical activity levels.
- Semi-variable costs: have both a fixed and a variable component (e.g., telephone charges).
Variable Costs
- Examples in manufacturing: direct materials, machine energy.
- Examples in merchandising: purchase cost of sold items.
- Graphically, total variable cost increases linearly with output, while unit variable cost remains constant.
Fixed Costs
- Examples: non-current asset depreciation, insurance, supervisory salaries.
- Graphically, total fixed cost remains constant with output and unit fixed cost decreases with increasing output.
Semi-Fixed Costs
- Examples include: depreciation of non-current assets needing replacement, insurance contracts renegotiation, and managerial salary changes due to new hires.
- Graphically, total cost displays stepwise increases/decreases with output (discontinuous graph).
Semi-Variable Costs
- Example: landline phone bills (fixed rental; variable calls).
- Graphically, total cost increases gradually with output, a linear relationship with a non-zero y intercept.
Cost-Volume-Profit (CVP) Analysis
- Examines the relationship among changes in sales volume, costs, and profits.
- Enables break-even analysis; determining the volume where revenues equal costs.
CVP Analysis: Key Assumptions
- Costs can be categorized into fixed and variable elements.
- Unit variable costs and selling prices remain constant per unit.
- All other factors (e.g., sales mix, production efficiency, methods) remain constant. These assumptions hold true in the short run over a relevant output range.
CVP Analysis Summary
- Variable costs vary directly with activity.
- Fixed costs remain constant across wide activity ranges.
- Semi-fixed costs remain fixed within activity levels but change at critical activity levels.
- Semi-variable costs consist of both fixed and variable components.
- Cost classification depends on the time period considered- in the short run, costs may be fixed, while in the long run they will change.
How to Calculate Break-Even Point (BEP)
- [Break-even Point (Units)] = Fixed Costs / Contribution Per Unit
- Contribution Per Unit = Selling Price Per Unit - Variable Cost Per Unit
How to Calculate Target Profit Production
- [Target Profit Production (Units)] = (Fixed Costs + Target Profit) / Contribution Per Unit
Other CVP Points
- Profit/volume ratio: the proportion of sales available to cover fixed costs and yield profit.
- Margin of safety: the extent to which actual sales exceed the break-even point.
- Percentage margin of safety: percentage deviation between expected sales and break-even point.
Student Activity Example (Yorkies Ltd)
- Calculates break-even point, margin of safety, and profit for a hypothetical dog collar manufacturer (Yorkies Ltd).
Given the following data:
- Planned selling price: £8
- Planned output/sales: 40,000 units
- Fixed costs, production: £65,000
- Fixed costs, selling: £28,000
- Variable costs per unit: direct materials £3.00, direct labor £1.10, overheads £0.70.
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