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____ OrganizationsBusinesses that purchase ____ goods and ___ them to consumers.
merchandising, finished, resell
Walmart, Target, Macy’s are examples of __ orgs
merchandising
merchandising org Source of Revenue: Sale of ___ (__ goods).
merchandise finished
merchandising Key Costs:
Purchase of ___.
Rent for retail ___.
___for sales staff.
inventory, space, wages
merchandising org Income Statement:
sales revenue - cost of goods sold = gross profit
merchandising org Focus: Managing ___ costs and ___ pricing to maintain profit margins.
inventory, supplier
2. ___ OrganizationsBusinesses that use ___ materials and components to produce ___ goods.
manufacturing, raw, finished
Ford, Toyota, Nike. are __ orgs
manufacturing
manufacturing Source of Revenue: ___ of ___products (directly or through __).
sale, manufactured, retailers
___Materials: ___materials used in production.
direct raw
Direct ____: Wages for workers __ the product.
labor assembling
Manufacturing ___: ___ costs (utilities, __, maintenance).
overhead indirect depreciation
key costs of manufacturing - ____ materials, direct ____, ___ overhead
direct, labor, manufacturing
Income Statement for manufacturing orgs
sales revenue - cost of goods manufactured/sold = gross profit
manufacturing orgs - Focus: Managing production ____ and ___control in manufacturing processes.
efficiency, cost
3. ____OrganizationsFirms that provide ___products or services (not physical goods).
service intangible
Airlines, law firms, hospitals, accounting firms are __ orgs
service
service org - Source of Revenue: Providing professional __ (consulting, treatment, legal work).
services
service orgs Key Costs:
___of professional staff.
Office and ____ expenses.
Supplies and ___.
salaries, admin, equipment
service orgs - income statement
service revenue - operating expenses = operating income
service orgs - Focus: Managing ____ and ____ costs while maintaining quality of ___.
labor, admin, service
____ Firms
Some businesses operate across all three types.
Apple manufactures iPhones (____), sells in stores (___), and provides AppleCare (__).
manufacturing merchandising service
___Classifications: Costs are grouped based on how they ___when activity levels __.
cost, behave, change
Fixed Cost | Costs that ___ constant in total within the relevant range | ___total; ____per unit when activity increases | __, insurance, manager salary |
remain, unchanged, decreases, rent
___Cost | Costs that change directly with ____level | Increases or decreases ___ | Direct __, hourly labor, sales commissions |
variable, activity, proportionally, materials
__ Cost | Contains both fixed and variable components | ___ change with activity | __, phone bills |
mixed, partial, utilities
___ Cost | ___ for a range, then “steps up” when ___ exceeded | Increases in __ | ___ added per production range |
step, fixed, range, chunks, supervisors
Product Costs:
Related directly to __.
production
product costs - Include ___ Materials + Direct ___ + Manufacturing ___.
direct, labor, overhead
product costs - Recorded as ____ (asset) until goods are ___ → then become ___ of Goods Sold (___).
inventory, sold, cost, expense
__Costs: - ____ expenses like ___and administrative costs.
period, non-manufacturing, selling
___Costs | Direct production costs | Direct ___+ Direct Labor |
prime, materials
____Costs | Costs of converting materials into ___ | Direct Labor + ___Overhead |
conversion, product, manufacturing
___ Range - The normal range of activity in which ____ costs remain __.
relevant, fixed, constant
relevant range - Outside this range, cost behavior changes (new ___ or facility expansion may ___ fixed costs).
equipment, increase
The Cost Equation: Y=
a + bX
The Cost Equation: Y = a + bX
Where:
Y = Total____
a = Total ___Cost
b = _____Cost per unit
X = Number of ___units (cost driver)
cost, fixed, variable, activity
If fixed costs = $3,000 and variable cost per unit = $350, Y = ___
This formula helps predict total cost at any ___level.
3000 + 350x, activity
Methods for Estimating Costs
____Graph
Plots historical cost data.
Helps visualize if ___and activity have a ____relationship.
scatter, cost, linear
High-Low Method
Uses highest and lowest activity levels to estimate ____ cost per unit.
Formula: ____
Then find fixed cost using equation
variable, b = Y2 - Y1 / (x2 - x 1), a = Y - bX
Least ____ Regression: Statistical method that gives the most ___ linear relationship between cost and activity (uses ___ data points).
squares, accurate, all
Contribution Margin - The amount ___ from ___ revenue after ___ costs have been deducted; it contributes to covering ___ costs and ___.
remaining, sales, variable, fixed, profit
Contribution Margin per Unit =
selling price per unit - variable c ost per unit
CM Ratio =
contribution margin per unit / selling price per unit
If selling price = $100, variable cost = $20 → CM = $80
CM Ratio =
80 / 100 = 80%
CM ratio Uses
Measures how much of each ___ dollar contributes to ___ costs and profit.
Helps managers prioritize ____-margin products and evaluate ___ decisions.
sales, fixed, high, pricing
Break-Even Point (Units and Dollars)
The level of ___ at which total ___ = total ___ (no profit, no loss).
sales, revenue, costs
break-even point In Units: Break-Even (Units) =
fixed costs / CM per unit
break-even point In Dollars: Break-Even (Sales $) =
fixed costs / CM ratio
If fixed costs = $36,000, selling price = $400, variable cost = $160 → CM per unit = $240
Break-Even Units = ___
Break-Even Sales = ____
36 000 / 240 = 150 150 × 400 = 60 000
Break-Even at Target Profit - To earn a target profit: Required Units =
(fixed costs + target profit) / CM per unit
Break-Even Sensitivity (Single Product)
Understanding ____: Shows how changes in ___, ___costs, or ___costs affect the ___-even point.
sensitivity, price, variable, fixed, break
Change | Effect on Break-Even |
↑ Selling Price | __Break-even (fewer sales needed) |
decrease
↓ Selling Price | __ Break-even |
increase
↑ Variable Costs | ___Break-even |
increase
↓ Variable Costs | __Break-even |
decrease
↑ Fixed Costs | __Break-even |
increase
↓ Fixed Costs | __ Break-even |
decrease
Total Cost | Y = __ |
a + bX
CM per Unit |
selling price - variable cost
CM Ratio |
CM / selling price
Break-Even (Units) |
fixed costs / CM per unit
Break-Even ($) |
fixed costs / CM ratio
Target Profit (Units) |
(fixed costs + target profit) / CM per unit