Based on your financial expertise, provide your response or viewpoint on the given financial question or topic. The response format is open.

How are bonds affected by the Federal Funds Rate?
I'll answer your question, but first a comment about your intended strategy.  Buying government bonds in a retirement account is probably not a good idea.  Government bonds (generally) are tax advantaged themselves, so they offer a lower interest rate than other types of bonds.  At no tax or reduced tax, many people will accept the lower interest rate because their effective return may be similar or better depending, for example, on their own marginal tax rate.  In a tax-advantaged retirement account, however, you'll be getting the lower interest without any additional benefit because that account itself is already tax-advantaged. (Buying bonds generally may be a good idea or not - I won't comment on that - but choose a different category of bonds.) For the general question about the relationship between the Fed rate and the bond rate, they are positively correlated.  There's not direct causal relationship in the sense that the Fed is not setting the bond rate directly, but other interest bearing investment options are tied to the Fed rate and many of those interest-bearing options compete for the same investor dollars as the bonds that you're reviewing.  That's at a whole market level.  Individual bonds, however, may not be so tightly coupled since the creditworthiness of the issuing entity matters a lot too, so it could be that "bond rates" generally are going up but some specific bonds are going down based on something happening with the issuer, just like the stock market might be generally going up even as specific stocks are dropping. Also keep in mind that many bonds trade as securities on a secondary market much like stocks.  So I've talked about the bond rate.  The price of the bonds themselves on the secondary market generally move opposite to the rate.  The reason is that, for example, if you buy a bond at less than face value, you're getting an effective interest rate that's higher because you get the same sized incremental payments of interest but put less money into the investment.  And vice versa.