Exam 1 (Ch. 1-5,15) Flashcards

1
Q

Current Ratio

A

Current Assets / Current Liabilities

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2
Q

Quick Ratio

A

(Current Assets - Inventry) / Current Liabilities

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3
Q

Average Collection Period

A

Accounts Receivable / (Daily Credit Sales)

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4
Q

Accounts Receivable Turnover

A

Credit Sales / Accounts Receivable

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5
Q

Inventory Turnover

A

COGS/Inventory

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6
Q

Total Asset Turnover

A

Sales/Total Assets

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7
Q

Fixed Asset Turnover

A

Sales/Fixed Assets

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8
Q

OIROI

A

Operating Income / Total Assets

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9
Q

Times Interest Earned

A

EBIT / Interest Expense

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10
Q

Debt Ratio

A

Total Debt / Total Assets

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11
Q

Return on Assets

A

Net Income / Total Assets

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12
Q

Return on Equity

A

Net Income / Total Equity

Net Margin X Tot. Asset Turnover X Leverage Multiplier

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13
Q

Gross Margin

A

Gross Profit / Sales

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14
Q

Operating Margin

A

EBIT / Sales

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15
Q

Net Margin

A

Net Income / Sales

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16
Q

Leverage (Equity) Multiplier

A

Total Assets / Total Equity

17
Q

Free Cash Flow to Firm

A

EBIT – Tax Expense + Depreciation – CapEx – Increase in NWC

18
Q

Free Cash Flow to Equity

A

NI + Depreciation – CapEx – Increase in NWC + Increase in LTD

19
Q

Net Working Capital

A

Current Assets – Current Liabilities

20
Q

Costly Capital

A

All interest bearing Debt + Total Equity

21
Q

Economic Value Added

A

NOPAT – WACC X Costly Capital

22
Q

Return on Invested Capital

A

NOPAT/Costly Capital

23
Q

Net Operating Profit After Tax

A

EBIT X (1 – t)

24
Q

New Retained Earnings

A

Old RE + Net Income – Dividends

Old RE + Proj. Sales x Net Margin x (1–Payout Ratio)

25
Q

Earnings Per Share

A

Net Income / # of Shares Outstanding

26
Q

Dividends Per Share

A

Dividends / # of Shares Outstanding

27
Q

Discretionary Financing Needed

A

Proj. Total Assets – ( Proj. Total Liabilities + Proj. Total Equity )

28
Q

Sustainable Growth Rate

A

ROE X ( 1 – Payout Ratio )

29
Q

Payout Ratio

A

Dividends / Net Income

30
Q

Retention Ratio ( aka Plowback )

A

1 – Payout Ratio

31
Q

Future Value – Lump Sum

A

PV x (1 + i)^n