What Is Weighted Index Contribution?
A simplified estimate multiplies a security's index weight by its percentage return.
Read the guideWeighted Impact & Market Intelligence
Learn how a one-dollar price move can be translated into estimated index points, and why Market Watch 360 labels this figure as a sensitivity estimate.
Reviewed
A points-per-dollar figure asks: if this stock changed by one dollar, about how much would that change affect the index view? It is a sensitivity estimate, not a prediction of the next move.
If a constituent has weight w, price P, and the chosen index-level reference is I, then a simplified point sensitivity for a $1 change is approximately I × w ÷ P. Here w is a fraction, such as 0.05 for a 5% weight.
For example, with a 5% weight, a $100 reference price, and an index level of 6,000, the estimate is 6,000 × 0.05 ÷ 100 = 3 index points per $1. This is arithmetic for explanation, not an official S&P index calculation.
The estimate changes if the price, weight, or index-level reference changes. Market Watch 360 can use a valid reference level or an approximate scale. The desktop implementation includes an SPY prior-close × 10 fallback estimate when a direct reference is unavailable; that fallback is explicitly a scale estimate, not the official S&P 500 level.
A selected ETF's price is not the same as the index level. This distinction is why the source and date of the reference should be visible when interpreting the result.
For the Dow, a $1 component-price move changes the sum in the numerator by $1, so the simplified index-point effect is $1 divided by the Dow divisor. Do not apply a market-cap-weighted sensitivity formula to the Dow.
Use points per $1 to compare approximate sensitivity across constituents at the same reference moment. It does not say how likely a stock is to move, and it is not a target, forecast, or trade recommendation.
Market Watch 360 implementation checked in local desktop source on October 25, 2026: WeightedMove.IndexPointsPerDollar and the documented SPY prior-close × 10 fallback estimate.