Financial Shield Options - Brighthouse
These options are not day-trading tools; they are long-term, buy-and-hold strategies typically held within a multi-year annuity contract. Every Shield Option is defined by three critical numbers: the Index , the Term , the Shield Level , and the Cap Rate .
| Feature | Direct Index Investment (No Shield) | Brighthouse Shield Option | | :--- | :--- | :--- | | | None. You lose 1:1 with the index. | Partial. Shield absorbs first 10-30% of losses. | | Upside Potential | Unlimited. You capture 100% of the gain. | Capped. You only receive gains up to a predetermined rate. | | Dividends | You receive dividends (typically 1-2% annually). | You do not receive dividends. The cap is based on price return only. | | Liquidity | High. You can sell any trading day. | Low. Surrender charges and market value adjustments apply for early withdrawal. | brighthouse financial shield options
Unlike a traditional fixed annuity that guarantees a set interest rate, or a variable annuity that exposes you to full market risk, Shield Options provide a defined range of outcomes. If the market index performs well, you receive a portion of the gains up to a specified cap. If the market performs poorly, the "shield" absorbs the first portion of the losses. Only if the market falls beyond the shield's buffer do you begin to lose principal. These options are not day-trading tools; they are
In an increasingly volatile economic landscape, investors often find themselves caught between two competing desires: the pursuit of higher returns offered by the stock market and the safety of principal provided by traditional fixed-income products. Brighthouse Financial, a leading provider of annuities and life insurance, has developed a suite of products known as the Brighthouse Financial Shield Options (often found within their Shield Level annuities) to address this very dilemma. These options are not standalone investments but are crediting strategies available within Brighthouse’s registered index-linked annuities (RILAs). You lose 1:1 with the index
