As published in The Australian on 11 July 2017
There are winners and losers when interest rates rise. Investors prefer floating rate notes as interest is adjusted quarterly. Longer dated fixed rate bonds are less attractive
![Boat in Milford Sound Boat in Milford Sound](https://thewire.blob.core.windows.net/web/images/default-source/default-album/liznz.png?sfvrsn=c247b05a_0)
Central bankers are talking up the possibility of interest rate rises. When interest rates are rising, it’s generally a sign of a growing economy, nearer to full employment and rising inflation. Consequently, central banks raise interest rates to dampen growth by making it more expensive to borrow. As bonds are loans, if interest rates rise, the cost to borrow rises for governments and companies.
Those with savings will be happy to see rising interest rates as they can earn more. Picture yourself as a retiree, with one third of your savings in a term deposit earning 2.6 per cent per annum. Say interest rates move up by 1 per cent and you can now get 3.6 per cent per annum.
Assuming average dividend yields of 4.5 per cent per annum stay constant then the term deposit option just got a whole lot more attractive. In a rising interest rate environment, we’d expect funds to shift from shares and property and into fixed income options like deposits and bonds as they become relatively more attractive. Higher borrowing costs can lower company profits.
Immediate affects
Bonds are priced on interest rate expectations, not necessarily actual interest rate increases. The market just has to think interest rates might rise and we see benchmark rates, such as the 10 year government bond rate and the bank bill swap rate (BBSW) rise.
Take the last US interest rate hike in June; it was so well flagged that markets had already factored in the move before it occurred, so that when it actually happened there was little change.
Looking back at the last rising interest rate environment in Australia, in September 2009, benchmark 3 and 10 year bond yields predicted the rise at least six months before the RBA increased the cash rate. In fact, both benchmarks rose steeply from around three per cent to five per cent before the cash rate had moved at all – the reason why so many experts watch government bond yields even if they don’t invest.
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)
Source: Bloomberg, FIIG Securities
If there was a surprise hike, bonds already trading in the secondary market would see prices adjust depending on the type of bond.
Fixed rate bonds would be hit the hardest. These bonds pay a fixed rate when first issued that cannot change over the life of the bond.
For example, there is a Stockland bond on issue paying 8.25 per cent per annum or 4.125 per cent each half year per $100 of face value. Since that bond was issued quite some time ago, interest rates have come down and the only way the bond can reflect changing interest rates is through its price. It is now trading at around $117, $17 above its face value of $100. New investors would pay $117 and the effective yield if the bond is held to maturity is about 2.9 per cent per annum.
The price of the Stockland bond would be expected to drop as investors demand more than 2.9 per cent for investing, and the rise in yield would not be good for investors that recently purchased the security, but would be more attractive to prospective investors and neutral for those that have a buy and hold to maturity approach.
Longer dated fixed rate government bonds would be very sensitive to rising interest rates and we’ve seen some sharp moves in prices and yields over the last four months, great for bond traders.
Floating rate bonds would see negligible impact from an increase in rates, as interest is tied to a benchmark and adjusted quarterly. But, if a series of interest rate hikes were expected, we would expect demand for ‘floaters’ to rise, possibly pushing the prices up – a good outcome for existing investors, not so good for prospective investors and again neutral for those that hold to maturity.
Longer dated inflation linked bond prices would also likely decline as part of the return is from a small fixed rate of interest. However, any decline in price is likely to increase demand if interest rates were rising quickly to combat a spike in inflation.
Longer term impacts
There are a number of longer term factors if interest rates rise, both positive and negative:
- Lower risk investments such as deposits and bonds become relatively more attractive to investors who don’t need to take on more risk to satisfy pre-determined notions of minimum required returns.
- Companies and governments pay more to borrow, so perhaps seek alternatives, like selling assets, issuing equity or in a worst case scenario, deferring investment, contributing to lower economic growth.
- Investors are offered higher returns, drawing funds from other asset classes, and for investors holding bonds near to the maturity date, they get to take advantage of higher rates on offer when it’s time to reinvest.
- Bonds issued when interest rates are low, that have call dates where there is an option but not an obligation to redeem, may defer repayment – a negative for investors who would prefer to invest in newer securities with higher yields.
- Governments with huge debt have to pay more interest.
Bond strategies in a rising interest rate environment
- Increase your allocation to floating rate bonds, where income is adjusted quarterly, so it only slightly lags the market.
- Invest in short dated fixed rate bonds, where you expect to have capital returned soon, so you can invest at the expected higher rates.
- Consider high yield bonds where much more of the reward is for the credit risk you are taking, rather than a more pure interest rate play such as government bonds.