The portfolio return must combine price change and income for each holding, then weight each holding by its allocation. Stock A rises from $12 to $14 and pays $1 of income, producing a return of ($14 + $1 - $12) / $12 = 25%. Stock B falls from $15 to $13 but pays $2, producing a 0% total return. Stock C falls from $18 to $17 and pays $3, producing ($17 + $3 - $18) / $18 = 11.11%. Applying the allocation weights gives 30% × 25%, plus 40% × 0%, plus 30% × 11.11%, which is approximately 10.8%. The answer is not based only on market value movement and not on a simple average of the three returns. AFP investment calculations require total return and allocation weighting. Study Guide focus: portfolio return, income return, capital return, weighted averages, and performance measurement. This is why the answer is a weighted total-return figure, not a yield figure or a price-only performance measure.

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