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Topic 3.3BM SL100 flashcards

Costs and revenues

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Card 1 of 1003.3.1
Question

State the formula for average cost per unit.

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3.3.130 cards

Card 1definition
Question

State the formula for average cost per unit.

Answer

Average cost per unit = Total costs Γ· Number of units produced.

πŸ’‘ Hint

AC = TC / Q.

Card 2definition
Question

Define fixed costs.

Answer

Fixed costs are costs that do not change with the level of output or sales in the short run.

πŸ’‘ Hint

Same even if output changes.

Card 3example
Question

Fixed costs do not change with ______.

Answer

Output or sales.

πŸ’‘ Hint

Same at different output levels.

Card 4definition
Question

What is the zero-output test for classifying costs?

Answer

If the cost is still paid when output is zero, it is fixed; if it falls to zero, it is variable.

πŸ’‘ Hint

Zero output check.

Card 5definition
Question

State the formula for total costs (TC).

Answer

Total costs (TC) = Fixed costs (FC) + Variable costs (VC).

πŸ’‘ Hint

TC = FC + VC.

Card 6definition
Question

Define variable costs.

Answer

Variable costs are costs that change in direct proportion to the level of output or sales.

πŸ’‘ Hint

More output = higher cost.

Card 7definition
Question

Define semi-variable (mixed) costs.

Answer

Semi-variable costs have both a fixed component and a variable component.

πŸ’‘ Hint

Fixed base + variable part.

Card 8example
Question

Why does average cost often fall when output increases?

Answer

Because fixed costs are spread over more units, reducing cost per unit.

πŸ’‘ Hint

Spread fixed costs.

Card 9example
Question

Variable costs change in proportion to ______.

Answer

Output or sales.

πŸ’‘ Hint

Move with activity.

Card 10example
Question

Give one example of a variable cost.

Answer

Raw materials used to make the product.

πŸ’‘ Hint

Materials rise with output.

Card 11example
Question

Rent is paid even when the factory produces nothing. Classify this cost.

Answer

Fixed cost.

πŸ’‘ Hint

Still paid at zero output.

Card 12example
Question

Give one example of a fixed cost.

Answer

Rent for business premises.

πŸ’‘ Hint

Rent stays the same.

Card 13example
Question

State the total cost formula.

Answer

Total costs = Fixed costs + Variable costs.

πŸ’‘ Hint

TC = FC + VC.

Card 14example
Question

If output falls to zero, what happens to most variable costs?

Answer

They fall to zero because no units are being produced.

πŸ’‘ Hint

No output = no variable cost.

Card 15example
Question

Give one example of a semi-variable cost.

Answer

An electricity bill with a standing charge plus charges per unit used.

πŸ’‘ Hint

Standing charge + usage.

Card 16example
Question

If total costs are $15,000 for 1,000 units, what is the average cost per unit?

Answer

$15 per unit.

πŸ’‘ Hint

Divide TC by units.

Card 17example
Question

Raw materials increase when more units are produced. Classify this cost.

Answer

Variable cost.

πŸ’‘ Hint

Moves with output.

Card 18example
Question

Why are fixed costs sometimes called overheads?

Answer

Because they must be paid even if the business produces or sells nothing.

πŸ’‘ Hint

Paid even at zero output.

Card 19example
Question

A firm’s average cost falls from $15 to $10 when output rises. State one likely reason.

Answer

Fixed costs are being spread across more units (or economies of scale).

πŸ’‘ Hint

More units share fixed costs.

Card 20example
Question

A sales employee receives a base salary plus commission. What type of cost is this?

Answer

Semi-variable, because it has a fixed part (salary) and a variable part (commission).

πŸ’‘ Hint

Salary + commission.

Card 21example
Question

If output doubles, what usually happens to total fixed costs (short run)?

Answer

They usually stay the same.

πŸ’‘ Hint

Fixed = unchanged.

Card 22example
Question

A phone bill has a fixed monthly charge plus extra call charges. Classify this cost.

Answer

Semi-variable cost.

πŸ’‘ Hint

Fixed base + variable usage.

Card 23example
Question

Semi-variable costs contain a ______ part and a ______ part.

Answer

A fixed part and a variable part.

πŸ’‘ Hint

Two components.

Card 24example
Question

Why is sales commission usually a variable cost?

Answer

It increases when more sales are made and decreases when sales fall.

πŸ’‘ Hint

Linked to sales volume.

Card 25example
Question

Average cost per unit equals total costs divided by ______.

Answer

Units produced.

πŸ’‘ Hint

AC = TC / Q.

Card 26example
Question

A firm has FC=$10,000 and VC=$5 per unit. It produces 2,000 units. Calculate total costs.

Answer

VC = 2,000 Γ— $5 = $10,000. TC = $10,000 + $10,000 = $20,000.

πŸ’‘ Hint

TC = FC + (VC/unit Γ— units).

Card 27example
Question

Why is average cost useful for pricing decisions?

Answer

It helps a business judge whether its selling price covers costs and what margin might be earned per unit.

πŸ’‘ Hint

Pricing needs cost info.

Card 28example
Question

Exam trap: Wages can be fixed or variable. Give one example of variable wages.

Answer

Piece-rate wages where workers are paid per unit produced.

πŸ’‘ Hint

Paid per unit.

Card 29example
Question

Explain why fixed costs per unit fall when output increases.

Answer

Fixed costs are spread across more units, reducing the fixed cost per unit.

πŸ’‘ Hint

Spread fixed costs.

Card 30example
Question

In a per-unit model, what is usually true about variable cost per unit?

Answer

It is roughly constant per unit (each extra unit adds a similar extra cost).

πŸ’‘ Hint

Cost added per extra unit.

3.3.225 cards

Card 31example
Question

Why is relying on one revenue stream risky?

Answer

If that income source falls (e.g. demand drops), the business may lose most of its income and struggle to survive.

πŸ’‘ Hint

One stream fails = big problem.

Card 32example
Question

Fill in the blank: Revenue = Price Γ— ______.

Answer

Quantity sold.

πŸ’‘ Hint

P Γ— Q.

Card 33definition
Question

State the formula for total revenue.

Answer

Total revenue = price Γ— quantity sold.

πŸ’‘ Hint

TR = P Γ— Q.

Card 34definition
Question

Define revenue.

Answer

Revenue is the total income a business earns from selling its goods or services.

πŸ’‘ Hint

Also called turnover or sales revenue.

Card 35definition
Question

Define a revenue stream.

Answer

A revenue stream is a distinct source of income for a business.

πŸ’‘ Hint

One specific way a business earns money.

Card 36definition
Question

State another term used for revenue in Business Management.

Answer

Revenue can also be called turnover or sales revenue.

πŸ’‘ Hint

Think: sales income.

Card 37example
Question

Give one example of a subscription revenue stream.

Answer

Customers pay a recurring fee for continued access, such as Netflix or Spotify subscriptions.

πŸ’‘ Hint

Recurring payment.

Card 38example
Question

A business sells 200 coffees at $3.50 each. Calculate revenue.

Answer

Revenue = 200 Γ— 3.50 = $700.

πŸ’‘ Hint

Multiply quantity by price.

Card 39example
Question

What is one common mistake students make with revenue?

Answer

They confuse revenue with profit, even though revenue is before costs are deducted.

πŸ’‘ Hint

Revenue is not profit.

Card 40example
Question

How do multiple revenue streams reduce risk?

Answer

If one stream declines, other streams can compensate, making overall income more stable.

πŸ’‘ Hint

Diversification.

Card 41definition
Question

Define profit in one sentence.

Answer

Profit is the amount remaining after all costs are deducted from revenue.

πŸ’‘ Hint

Profit = revenue βˆ’ costs.

Card 42example
Question

How can subscriptions help a business’s cash flow?

Answer

Subscriptions provide predictable recurring income, which stabilises cash flow and improves planning.

πŸ’‘ Hint

Predictable monthly income.

Card 43example
Question

Give one example of commission as a revenue stream.

Answer

A business earns a percentage of each transaction, such as an estate agent taking commission on house sales.

πŸ’‘ Hint

Percent of a sale.

Card 44example
Question

A business sells 150 cakes at $4.00 each. Calculate revenue.

Answer

Revenue = 150 Γ— 4.00 = $600.

πŸ’‘ Hint

Multiply quantity by price.

Card 45definition
Question

State the formula for revenue.

Answer

Revenue = price per unit Γ— quantity sold.

πŸ’‘ Hint

R = P Γ— Q.

Card 46example
Question

Give one example of licensing or royalties as a revenue stream.

Answer

A business earns income by allowing others to use its brand, product, or intellectual property in return for a fee.

πŸ’‘ Hint

Paid permission to use IP.

Card 47example
Question

A shop sells 500 T-shirts at $20 each. Calculate revenue.

Answer

Revenue = 500 Γ— 20 = $10,000.

πŸ’‘ Hint

Use price Γ— quantity.

Card 48example
Question

Why might multiple revenue streams attract investors?

Answer

Diverse income sources can make the business appear lower risk and more resilient, which investors prefer.

πŸ’‘ Hint

Lower risk = more attractive.

Card 49example
Question

A cafΓ© sells 200 coffees at $3.50 and 150 cakes at $4.00. Calculate total revenue.

Answer

Coffee revenue = $700 and cake revenue = $600, so total revenue = $1,300.

πŸ’‘ Hint

Add revenue from each product.

Card 50example
Question

Why are multiple revenue streams useful for a business?

Answer

They reduce risk and can stabilise cash flow by providing more than one source of income.

πŸ’‘ Hint

More than one income source.

Card 51example
Question

Apple earns money from iPhones, Apple Music, App Store commission and licensing. What does this show?

Answer

It shows Apple has multiple revenue streams, earning income in different ways rather than relying on one source.

πŸ’‘ Hint

Multiple income sources.

Card 52example
Question

Why should you show workings in revenue calculations in exams?

Answer

Because method marks can be awarded even if the final answer is incorrect, as long as the correct process is shown.

πŸ’‘ Hint

Method marks.

Card 53example
Question

Explain the β€œstool legs” analogy for revenue streams.

Answer

Revenue streams are like legs on a stool: the more legs (income sources), the more stable the business is if one leg weakens.

πŸ’‘ Hint

More legs = more stable.

Card 54example
Question

Why is revenue not the same as profit?

Answer

Revenue is the total money coming in before costs are deducted, while profit is what remains after costs are subtracted.

πŸ’‘ Hint

Revenue before costs.

Card 55example
Question

In exam calculations, what should you do before writing the final revenue figure?

Answer

State the formula and show the calculation steps clearly before the final answer.

πŸ’‘ Hint

Formula then working.

3.3.325 cards

Card 56definition
Question

State the formula for gross profit.

Answer

Gross profit = Revenue βˆ’ Cost of goods sold (COGS).

πŸ’‘ Hint

Revenue minus direct costs.

Card 57definition
Question

Define profit.

Answer

Profit is the financial surplus remaining after all costs are deducted from revenue.

πŸ’‘ Hint

Revenue minus costs.

Card 58definition
Question

Define gross profit.

Answer

Gross profit is sales revenue minus cost of goods sold (COGS).

πŸ’‘ Hint

Revenue βˆ’ COGS.

Card 59definition
Question

Define net profit.

Answer

Net profit is gross profit minus operating expenses.

πŸ’‘ Hint

Gross profit βˆ’ expenses.

Card 60definition
Question

State the key difference between profit and cash.

Answer

Profit is revenue minus costs over a period. Cash is the actual money available in the bank at a point in time.

πŸ’‘ Hint

Profit is an accounting measure; cash is money in the bank.

Card 61definition
Question

State the formula for net profit.

Answer

Net profit = Gross profit βˆ’ Expenses (overheads).

πŸ’‘ Hint

Gross profit minus overheads.

Card 62definition
Question

Give two examples of operating expenses.

Answer

Rent, wages, utilities, marketing, insurance, depreciation.

πŸ’‘ Hint

Overheads.

Card 63definition
Question

State the formula for gross profit.

Answer

Gross profit = Sales revenue βˆ’ Cost of goods sold.

πŸ’‘ Hint

Direct costs only.

Card 64definition
Question

State the basic formula for profit.

Answer

Profit = Revenue βˆ’ Costs.

πŸ’‘ Hint

Simple core formula.

Card 65example
Question

Give one reason a profitable business might have cash flow problems.

Answer

Customers may not have paid yet (credit sales), so profit is recorded but cash has not been received.

πŸ’‘ Hint

Think: timing, credit sales.

Card 66example
Question

Gross profit = $40,000. Expenses = $25,000. Calculate net profit.

Answer

Net profit = $40,000 βˆ’ $25,000 = $15,000.

πŸ’‘ Hint

Subtract overheads.

Card 67definition
Question

What costs are included in COGS?

Answer

Direct costs such as raw materials, direct labour and purchase cost of stock.

πŸ’‘ Hint

Direct costs only.

Card 68example
Question

A business makes $20,000 profit but customers still owe $25,000. Why might it struggle to pay suppliers?

Answer

Because the profit includes credit sales that are not yet cash, so it may not have enough liquid funds to pay suppliers on time.

πŸ’‘ Hint

Profit can include unpaid sales.

Card 69definition
Question

Which profit measure reflects trading efficiency: gross profit or net profit?

Answer

Gross profit, because it focuses on revenue and direct costs of goods sold.

πŸ’‘ Hint

Trading = buying/selling.

Card 70example
Question

Why is profit important for most businesses?

Answer

Profit provides a reward for risk-taking, funds future growth, and ensures long-term survival.

πŸ’‘ Hint

Risk + growth + survival.

Card 71example
Question

Can a business have cash but not be profitable? Explain briefly.

Answer

Yes. For example, it may have received a bank loan or sold an asset, creating cash inflow even if operating profit is low or negative.

πŸ’‘ Hint

Loans or asset sales can boost cash.

Card 72definition
Question

Which profit measure reflects overall performance after overheads?

Answer

Net profit, because it deducts operating expenses from gross profit.

πŸ’‘ Hint

Overall = after all operating costs.

Card 73example
Question

Revenue = $100,000 and COGS = $60,000. Calculate gross profit.

Answer

Gross profit = $100,000 βˆ’ $60,000 = $40,000.

πŸ’‘ Hint

Subtract COGS.

Card 74definition
Question

What does net profit show?

Answer

It shows overall business performance after all costs are deducted.

πŸ’‘ Hint

Bottom line.

Card 75example
Question

A business has revenue of $80,000 and total costs of $65,000. Calculate profit.

Answer

Profit = $80,000 βˆ’ $65,000 = $15,000.

πŸ’‘ Hint

Subtract total costs.

Card 76example
Question

Why might a business have high gross profit but low net profit?

Answer

Because operating expenses are too high and reduce the final profit.

πŸ’‘ Hint

Overhead problem.

Card 77example
Question

Why can a business be profitable but still fail?

Answer

Because it may not have enough cash to pay short-term debts, even if it makes profit on paper.

πŸ’‘ Hint

Cash β‰  profit.

Card 78example
Question

What does gross profit show about a business?

Answer

It shows how efficiently the business is trading β€” buying and selling products.

πŸ’‘ Hint

Trading efficiency.

Card 79definition
Question

Name one non-cash item included in profit but not cash flow.

Answer

Depreciation.

πŸ’‘ Hint

Common non-cash expense.

Card 80example
Question

What is a very common exam mistake when calculating or explaining profit?

Answer

Confusing revenue with profit, or confusing profit with cash flow.

πŸ’‘ Hint

Revenue β‰  profit; profit β‰  cash.

3.3.420 cards

Card 81definition
Question

If costs increase and revenue stays the same, what happens to profit?

Answer

Profit decreases because total costs rise while revenue is unchanged.

πŸ’‘ Hint

Profit = revenue βˆ’ costs.

Card 82definition
Question

If a business increases its price, what are the two main effects?

Answer

Revenue per unit rises, but demand may fall.

πŸ’‘ Hint

Price up: unit revenue up, quantity may down.

Card 83definition
Question

State the formula for break-even output (units).

Answer

Break-even output = Fixed costs Γ· (Price βˆ’ Variable cost per unit).

πŸ’‘ Hint

Contribution per unit = price βˆ’ variable cost.

Card 84definition
Question

What is the overall impact of rising costs on profit?

Answer

Rising costs reduce profit margins and may force the business to raise prices, cut costs, or accept lower profit.

πŸ’‘ Hint

Costs up = margins down.

Card 85example
Question

Give one way a business might respond if its costs rise.

Answer

It could raise prices, cut costs elsewhere, or find cheaper suppliers to protect profit margins.

πŸ’‘ Hint

Think: raise prices, cut costs, change supplier.

Card 86definition
Question

Why can raising prices be risky?

Answer

Because higher prices may reduce demand, leading to lower sales revenue and loss of market share.

πŸ’‘ Hint

Price up can reduce quantity sold.

Card 87definition
Question

If a business decreases its price, what are the two main effects?

Answer

Revenue per unit falls, but demand may rise.

πŸ’‘ Hint

Price down: unit revenue down, quantity may up.

Card 88definition
Question

If variable costs rise and price stays the same, what happens to break-even output?

Answer

Break-even output increases because contribution per unit falls.

πŸ’‘ Hint

Denominator gets smaller.

Card 89definition
Question

If costs fall and prices stay the same, what happens to break-even output?

Answer

Break-even output decreases because profit per unit (contribution) increases.

πŸ’‘ Hint

Need fewer sales to cover fixed costs.

Card 90example
Question

Why can total revenue rise or fall after a price increase?

Answer

It depends on how much demand falls. If demand falls slightly, total revenue may rise; if it falls a lot, total revenue may drop.

πŸ’‘ Hint

Think: demand response.

Card 91definition
Question

If price rises and costs stay the same, what happens to break-even output?

Answer

Break-even output decreases because contribution per unit increases.

πŸ’‘ Hint

Denominator gets bigger.

Card 92definition
Question

What happens to profit margins when costs increase?

Answer

Profit margins shrink, and the business may make a loss if costs rise enough.

πŸ’‘ Hint

Margins = profit per sale.

Card 93definition
Question

If costs decrease and price stays the same, what happens to profit?

Answer

Profit increases because the business keeps more of its revenue after paying costs.

πŸ’‘ Hint

Lower costs = higher profit (if price unchanged).

Card 94definition
Question

What concept determines how demand responds to a price change?

Answer

Price elasticity of demand.

πŸ’‘ Hint

Elasticity = sensitivity to price.

Card 95example
Question

In exam questions about new break-even, what should you always do?

Answer

Recalculate step by step using the updated price or costs, showing working to earn method marks.

πŸ’‘ Hint

Update only affected figures, then recalc.

Card 96example
Question

Fixed costs are $30,000. Price is $25. Variable cost is $15. Calculate break-even output.

Answer

Contribution per unit = $25 βˆ’ $15 = $10. Break-even output = $30,000 Γ· $10 = 3,000 units.

πŸ’‘ Hint

Compute contribution first.

Card 97definition
Question

What is the key idea linking price/cost changes to break-even?

Answer

Price and variable cost changes affect contribution per unit, which shifts the break-even output.

πŸ’‘ Hint

Contribution is the link.

Card 98definition
Question

Why does break-even change when price or variable cost changes?

Answer

Because both affect contribution per unit (Price βˆ’ Variable cost), which changes how quickly fixed costs are covered.

πŸ’‘ Hint

Contribution drives break-even.

Card 99example
Question

Give one example of a product with relatively inelastic demand.

Answer

Essential goods such as basic food items, medicine, or utilities tend to have inelastic demand.

πŸ’‘ Hint

Essentials = less sensitive to price.

Card 100example
Question

Why might cutting costs improve competitiveness?

Answer

Lower costs can allow a business to reduce prices or invest more in marketing/quality while still maintaining profit.

πŸ’‘ Hint

Lower costs create strategic options.

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