financial analysis W3L2 Flashcards
What purpose do financial ratios serve in interpreting financial data?
- Financial ratios are the primary tool used to interpret financial data.
- They offer a systematic and consistent framework for assessing company performance and positioning.
How do analysts use financial ratios in assessing businesses?
- Analysts use ratios to determine which businesses are performing the best, possess attractive characteristics, or are considered the safest.
What is the significance of the structure of financial ratios?
Financial ratios are structured in a way that allows companies of different types and sizes to be analysed using a common set of calculations.
how do ratio calculations work and what do they measure?
- Ratios combine information from Income Statement, Balance Sheet, Cash Flow, stock market, other sources
- They measure relationship between related but mutually-independent items of financial and numerical data
what units of measurements are used in financial ratios:
- percentage
- multiples
what are the 3 types of comparisons in ratios and list their benefits and comparators used:
- between companies
- over time
- across ratios
What general principle guides the interpretation of ratios?
a higher ratio is considered better
How are figures typically interpreted when calculating ratios?
“Adjusted” figures from the income statement are commonly used for ratio calculations
difference between growth and profitability
growth:
- year on year
- compound
- measure success in expanding a firm over different timeframes
Profitability:
- operating margin
-return on equity
- measure success in generating profit vs productive potential
why does growth matter?
drives key outcomes for stakeholders inc:
- share price and growing dividends for shareholder
- ability to repay borrowings for the banks
- good for management
where is growth measured in top and bottom half:
top half:
- revenue
- cost of goods
- operating/pre-tax profit
bottom half:
- tax
- earnings per share
- dividends per share
what is the formula for the year on year growth
(most recent number -previous)/previous x100
what is the importance of long term growth
- only covers 12 months
- analyst also want to measure longer term trends
What problem arises with path-dependent arithmetic averages in growth measurement?
They are easily influenced by short-term fluctuations, providing a distorted view of long-term patterns.
What solution is preferred by analysts to accurately capture long-term performance trends?
Analysts prefer using the geometric average, which represents the steady annual percentage change from start to end values.