Key Updates on the Economy & Markets
The topic of interest rate cuts continues to dominate the financial markets. Investors are focused on when the Federal Reserve will lower rates, all while keeping a close eye on corporate earnings and valuations. Economists are analyzing inflation and labor market data to determine their impact on the probability and timing of rate cuts. Speeches by Fed members and minutes of recent Fed meetings have received greater scrutiny as investors search for clues about the central bank’s next steps. This letter recaps the second quarter, discusses investors’ focus on the Federal Reserve, and looks ahead to the remainder of 2024.
Global Central Banks are Starting to Cut Rates
While the Federal Reserve waits for more confirmation that U.S. inflation will return to target, the trend among global central banks has shifted decisively away from tightening. Figure 1 categorizes over 30 of the largest central banks based on whether their last policy action was a rate hike or a rate cut. The line shows the net number of central banks tightening versus easing. When the line is positive, it indicates more banks are raising interest rates. When it’s negative, it indicates more banks are cutting interest rates
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)
Central banks cut interest rates early in the pandemic to protect against unknown risks associated with shutting down the economy. When the economy reopened and inflation soared to multi-decade highs, they reversed course and raised interest rates with the goal of easing inflation. Central bankers kept interest rates high over the past few years while waiting for inflation to slow, as shown in the plateau from 2022 into 2023. Today, central banks are starting to cut interest rates as inflation slows around the world. More than 10 central banks have cut rates, including Canada, Switzerland, and the European Central Bank. The monetary policy environment is shifting from rate hikes to rate cuts, and investors expect this trend to strengthen in the coming quarters as more banks cut interest rates. However, this easing cycle is likely to be more staggered than previous cycles, with central banks cutting interest rates at varying speeds based on their unique inflation and economic growth conditions.
Analyzing Economic Trends & Surprises From 2Q24
A big theme from the past few years has been the U.S. economy’s strength compared to the rest of the world. U.S. homeowners locked in low mortgage rates during the pandemic, which has protected them from the immediate impact of higher rates. However, mortgage rates reset more frequently in some countries outside the U.S., with those borrowers feeling the impact of higher rates sooner.
Figure 2 shows the Citi Economic Surprise Index, which compares economic data releases against Wall Street’s estimates. A positive reading indicates economic data is stronger than anticipated (positive surprises), while a negative reading signals more negative surprises. In March 2022, the index turned negative as the Federal Reserve started to raise interest rates. The increase in negative surprises signaled a slowdown in response to early rate hikes. During the past two years, the index stayed mostly positive as the economy remained resilient, with most economic data points surpassing expectations.
In Q2, there was an increase in the number of negative economic surprises as the U.S. economy underperformed expectations. Job growth slowed in April, and the unemployment rate rose to 4% in May. Retail sales declined in April, raising concerns about the U.S. consumer’s strength and potential stress for lower-income households. May manufacturing survey data signaled a slowdown, and the U.S. Census Bureau reported the economy grew more slowly in the first quarter than initially estimated. Investors are debating what the recent negative surprises indicate. Are they the start of a new trend toward slower economic growth? If so, how much could the economy slow? Markets will closely monitor economic data in the third quarter. However, there isn’t a clear relationship between negative surprises and the rate of economic growth. Instead, the index is more of a reflection of how the economy is performing relative to investor expectations. The more appropriate question may be whether the U.S. economy is returning to its pre-pandemic trend after growing at an above-average rate over the past few years. If so, investors may need to adjust their expectations to match the economy’s new equilibrium.
Investors Remain Intently Focused on the Federal Reserve’s Next Interest Rate Decision
The market remained focused on the Fed’s policy guidance in the second quarter as inflation eased and economic data softened. However, there was no major shift in expectations, and investors still expect a rate cut later this year. While the market is closely monitoring the Fed, it’s not receiving much actual guidance. On one hand, members of the Fed have advocated for patience. They want more confirmation that inflation is moving toward the 2% target. At the same time, those members, including Chair Powell, have said there is a high bar for additional rate hikes. Due to the unclear commentary, the market is left to speculate about the Fed’s next step. Investors are using monthly economic data to form their opinions. However, those data points can be noisy from month to month, as they are adjusted to account for seasonal economic effects like summer vacations and holiday shopping.
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)
Bond yield movements show the data’s volatility and the market’s indecisiveness. Figure 3 graphs the weekly changes in the 10-year Treasury bond yield over the past eight years. From 2016 to 2020, the 10-year yield’s movements were relatively small. The large drops near the middle of the chart mark the onset of the COVID pandemic and the Fed’s decision to slash interest rates to near zero. The right side of the chart shows that yields have been more volatile in both directions since the Fed began raising interest rates in March 2022. Today, Treasury yields are the most volatile they have been in eight years as the market navigates a complex transition from rate hikes to rate cuts.
Equity Market Recap – Stocks Rebound After April Sell Off, With Large Caps Leading the Way
The stock market experienced ups and downs this quarter. In April, stocks traded lower, reversing some of the earlier gains from Q1. In May, stocks rebounded, and the S&P 500 finished the quarter by setting multiple new all-time highs. Four S&P 500 sectors traded higher in Q2, while the remaining seven traded lower. Technology’s +8.8% gain made it the top-performing sector, with Communication Services gaining +5.2% and Utilities returning +4.6%. In contrast, cyclical sectors underperformed, with Materials, Industrials, Energy, and Financials being the four biggest underperformers.
One notable theme in the stock market this year has been the outperformance of the largest companies. The S&P 500 Index gained +4.4% in Q2, increasing its 2024 return to more than +15%. In contrast, the Russell 2000 Index of small cap companies fell by -3.3%, lowering its 2024 return to +1.6%. Figure 4 shows that this gap between large and small stocks is evident across equity indices, regardless of market cap. It graphs the year-to-date price returns of seven ETFs with varying exposures to companies of all sizes.
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)
The Magnificent 7, which is a group that includes Microsoft, Apple, Google, Facebook-parent Meta, Amazon, Nvidia, and Tesla, has returned +34.9% this year. Expanding to the top 50 S&P 500 stocks reduces the return to +21.8%. Including the remaining S&P 500 companies, which are smaller in market cap, reduces the S&P 500’s return to +15.2%. An equal-weighted S&P 500, where companies are weighted equally rather than by market cap, lowers the return to +5.0%. Mid-cap stocks have returned +6.1%, while small and micro caps have muted returns. The chart demonstrates the impact that market cap has had on 2024 equity returns, with returns decreasing as smaller companies are added. Investors appear to favor larger companies as they await clarity on Fed policy and the economy.
International stocks underperformed U.S. stocks in Q2, but performance was mixed. The MSCI Emerging Market Index gained +4.4%, comparable to the S&P 500’s return. However, the MSCI EAFE Index of developed market stocks returned -0.2%. The two main international stock market indices have underperformed U.S. stocks by almost -10% this year, despite mid-single-digit gains. The difference in returns continues to be a lack of exposure to companies in the artificial intelligence industry outside the U.S.
Credit Market Recap – Bonds End 2Q24 Flat Despite Volatile Treasury Yields
A previous section highlighted the increased volatility of Treasury yields, and this volatility was on display in Q2. On the surface, yields ended the quarter marginally higher, but it was a bumpy ride. The 10-year Treasury yield started the quarter at 4.20%, rose to 4.70% by late April, and dropped back to 4.37% by the end of June. Despite the intra-quarter yield volatility, bonds posted relatively flat returns. Corporate investment grade generated a -0.5% total return, lowering its 2024 return to -1.4%. High yield gained +0.7%, increasing its 2024 return to +2.2%. Figure 5 shows that the big difference between the two corporate bond categories is their yield, with high yield offering more yield to compensate for its higher credit risk.
One theme supporting bonds is their relatively high income level compared to the past fifteen years. Given the volatility of Treasury yields and expectations for rate cuts, we want to provide an update on what yield you can expect to earn today. Figure 5 shows the range of income opportunities available in the credit market. Treasury bills, which are a proxy for cash, offer a 5.4% yield, but this yield is expected to decrease as the Fed cuts interest rates. Locking in today’s yields for a longer period requires buying a 10-year Treasury bond yielding 4.4% or corporate investment grade yielding 5.5%. Investors seeking a higher yield can buy corporate high yield, which yields 7.6%, but it’s important to remember that these bonds have more credit risk.
Third Quarter Outlook – Themes to Watch
The stock market is off to a strong start this year, with the S&P 500 gaining over +15%. Economic data has softened, raising the question of whether the economy is slowing or simply returning to normal. Investors started this year expecting the Federal Reserve to cut interest rates in March; however, they are still waiting for the first interest rate cut.
The second half of 2024 will be busy. Investors expect the Federal Reserve to start cutting interest rates before yearend, but the projected timing of the first rate cut remains uncertain. The second-quarter earnings season starts in midJuly, which will provide an opportunity to hear updated commentaries from companies. There is a renewed focus on economic data and the economy’s trajectory, and the presidential election will take place in November. We will continue to monitor financial markets and the economy, provide timely updates, and adjust portfolios as needed.