A »To calculate the weighted average return of a portfolio, multiply each investment's return by its weight (percentage of total portfolio value), then sum these products. For example, if a portfolio has 60% in stock A (return = 10%) and 40% in stock B (return = 5%), the weighted average return is (0.6 * 0.10) + (0.4 * 0.05) = 0.08 or 8%.

A »To calculate the weighted average return of a portfolio, multiply the return of each asset by its portfolio weight, then sum these products. Specifically, for each asset, use the formula: (Weight of Asset) x (Return of Asset). Finally, add all these results together to get the portfolio's weighted average return. This method accounts for the proportion each investment contributes to overall performance.

A »To calculate the weighted average return of a portfolio, multiply each asset's return by its weight in the portfolio, then sum these products. The formula is: Weighted Average Return = Σ (Weight of Asset × Return of Asset). This method provides a comprehensive view of the portfolio's overall performance, considering the proportion of each asset.

A »To calculate the weighted average return of a portfolio, multiply each asset's return by its portfolio weight, then sum these values. For example, if Asset A (40% weight) returns 5% and Asset B (60% weight) returns 8%, compute (0.40 * 5%) + (0.60 * 8%) = 2% + 4.8% = 6.8%. Thus, the weighted average return is 6.8%.

A »To calculate the weighted average return of a portfolio, multiply each investment's return by its weight (percentage of total portfolio value), then sum these products. The formula is: (Return1 * Weight1) + (Return2 * Weight2) + ... + (ReturnN * WeightN), where weights add up to 1 or 100%.

A »To calculate the weighted average return of a portfolio, multiply each asset's return by its portfolio weight, sum these results, and divide by the total portfolio weight. This formula is: Weighted Average Return = Σ (Weight of Asset × Return of Asset) for all assets. This approach accounts for the proportionate influence of each asset's return on the overall portfolio performance.

A »To calculate the weighted average return of a portfolio, multiply each investment's return by its weight (percentage of total portfolio value), then sum these products. For example, if a portfolio has 60% in stock A (return = 10%) and 40% in stock B (return = 5%), the weighted average return is (0.6 * 0.10) + (0.4 * 0.05) = 0.08 or 8%.

A »To calculate the weighted average return of a portfolio, multiply each asset's return by its portfolio weight, then sum these results. For example, if Asset A has a return of 5% and a weight of 60%, and Asset B has a return of 10% and a weight of 40%, the calculation is (0.05 * 0.6) + (0.10 * 0.4), resulting in a weighted average return of 7%.

A »To calculate the weighted average return of a portfolio, multiply each asset's return by its weight in the portfolio, then sum these products. The formula is: Weighted Average Return = Σ (Weight of Asset × Return of Asset). This provides a comprehensive measure of the portfolio's overall performance, considering the proportion of each asset.

A »To calculate the weighted average return of a portfolio, multiply each investment's return by its portfolio weight, then sum these values. For example, if Investment A has a 10% return and comprises 40% of the portfolio, and Investment B has a 5% return at 60% of the portfolio, the weighted average return is (0.10 * 0.40) + (0.05 * 0.60) = 0.04 + 0.03 = 0.07, or 7%.