| 20 | Econ | Multiply CAD/USD by JPY/USD to get JPY/CAD | Invert so the common currency cancels: (1/1.3020) × 111.94 = 85.97 |
| 22 | Econ | Ff /d = S f /d (1 + rd )/(1 + r f ) | Price currency’s rate on top: Ff /d = S f /d (1 + r f )/(1 + rd ) |
| 38 | Corp | WACC with the pre-tax cost of debt | Use rd (1 − t); weights at market value or management’s target |
| 33 | Corp | “2/10 net 30 costs only 2%” | EAR = (1 + 2/98)365/20 − 1 = 44.6%; compare with the bank rate |
| 52 | FSA | Interest paid is always operating | US GAAP: operating. IFRS: operating or financing (dividends paid too) |
| 57 | FSA | Inventory write-downs can never be reversed | IFRS requires reversal (up to the original write-down); US GAAP prohibits it |
| 48 | FSA | Add all option shares to the diluted denominator | Treasury stock method: proceeds buy back shares at the average price; add net shares |
| 67 | FSA | Asset tax base > carrying amount gives a DTL | Asset carrying amount > tax base gives a DTL (reverse for liabilities) |
| 95 | Equity | Gordon model with D0 | V0 = D1 /(r − g), with g < r |
| 76 | Equity | Margin call when price falls by (IM − MM) | P = P0 (1 − IM)/(1 − MM): 20(0.6)/0.75 = 16 |
| 111 | FI | The quoted price is what the buyer pays | Full price = flat price + accrued interest; AI does not depend on YTM |
| 127 | FI | Macaulay duration = % price change per 1% yield | ModDur = MacDur/(1 + r), r = yield per period |
| 131 | FI | Subtract convexity when yields fall; forget the 1/2 | + 1/2 ×Convexity×(∆y)² , always positive for option-free bonds |
| 134 | FI | Modified duration for a callable bond | Effective duration/convexity; callable convexity can be negative |
| 121 | FI | “2y1y” is a 2-year rate starting in 1 year | 2y1y = 1-year rate starting in 2 years: (1 + Z2 )² (1 + f ) = (1 + Z3 )³ |
| 163 | Deriv | Forward value = St − F0 (T ) during its life | Vt = St − F0 (T )(1 + r)−(T −t) (long); value is zero at inception |
| 175 | Deriv | p0 = c0 + X − S0 | S0 + p0 = c0 + X(1 + r)−T (European, same X and T ) |
| 178 | Deriv | Use real-world probabilities in the binomial model | Risk-neutral π = (1 + r − Rd )/(Ru − Rd ); discount at r |
| 160 | Deriv | Dividends and coupons raise the forward price | Income lowers, storage costs raise: [S0 − PV (I) + PV (C)](1 + r)T |
| 187 | Alts | With a HWM, incentive fee on the whole recovery after a loss | With a high-water mark, fee only on value above the previous peak |
| 204 | PM | U = 10 − 0.5 × 3 × 20² | Decimals: U = 0.10 − 0.5 × 3 × 0.20² = 0.04 |
| 207 | PM | Put a single stock on the CML | CML: σ, efficient portfolios. SML: beta, any security |
| 210 | PM | Higher Sharpe means higher Treynor and alpha | Sharpe/M2 use total risk; Treynor/alpha use beta; rankings can flip |
| 229 | Ethics | Local law always prevails over the Code | Follow the more strict of law and Code |
| 230 | Ethics | I(A) requires reporting violations to the regulator | Dissociate; the Code does not compel regulator reporting unless the law does |
| 233 | Ethics | Can’t act on a conclusion that would be inside information | Mosaic theory: public + nonmaterial nonpublic info is fine; document it |
| 236 | Ethics | Fair dealing = treating all clients equally | “Fairly”: premium tiers allowed if disclosed, available to all, no harm to others |
| 253 | Exam | Use the calculator as it comes out of the box | Set P/Y = 1 (default 12), DEC = 9, clear TVM each time |
| 256 | Exam | Semiannual bond: N = 5, I/Y = 5, PMT = 6 | N = 10, I/Y = 2.5, PMT = 3 |
| 267 | Exam | Pick the first true statement | In NOT/EXCEPT/least likely stems, find the false or worst option |