The US economy ended 2024 with its real GDP growing +0.6% q/q in Q4, a solid figure, though slightly down on the previous quarter (-0.2 pp). Household consumption (+1.0% q/q, +0.1 pp) was once again the main growth driver. The government also contributed positively, in contrast to private fixed investment (-0.1% q/q), despite the growth in residential investment and intellectual property products. These figures brought the average annual growth rate to +2.7%, significantly above the long-term estimate levels (+1.8%), and resulted in a +1.0pp positive carryover for 2025.
The ISM Manufacturing index stood out in January, standing at 50.9 (+1.7 pp), i.e. above the threshold of 50 (marking the boundary between contraction and expansion territory) for the first time since October 2022. The "new orders", "output" and "employment" sub-components were all above this threshold.
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)
The wave of corporate optimism following the presidential election has not abated, as the NFIB index ended 2024 at 105.1 (+3.4 pp) – its highest level since October 2018. This figure has taken it above its long-term average (98) for a second month in a row, after 34 months below this level.
Conversely, consumer confidence faltered lately. The Conference Board index posted a second month of decline in January, from 109.5 to 104.1, mainly due to a poorer assessment of the present situation. In addition, there are clearly rising job-related fears, as illustrated through the reduction in the labour differential between respondents who find jobs “abundant” and those who find them “hard to get”.
Headline inflation, measured by the CPI, rose in December (+0.2 pp to 2.9% y/y, its highest level since July). The sharp monthly increase in energy prices (+4.6% m/m; SA) is also noteworthy. By contrast, core inflation delivered a positive surprise, falling slightly to +3.2% y/y (-0.1 pp from the previous month and on the consensus).
January’s Employment situation extended the narrative of a strong labour market. Admittedly, nonfarm payrolls slowed to +143k (-163k, consensus: +175k). However, the two previous months were revised upward, for a cumulative +100k. Moreover, the downward revisions for the whole 2024 appeared less important than anticipated, with a +166k yearly average, against +186k previously. A notable development was observed in terms of wage growth, with average hourly earnings posting their highest monthly rise (+0.5%, +0.2pp) since January 2024. Finally, the unemployment rate lowered to 4.0% (-0.1pp), while the participation rate improved to 62.6% (+0.1pp).
At its meeting on 28-29 January, the FOMC decided to keep its target rate at 4.25% - 4.5%. This decision puts the monetary easing cycle initiated last September on hold, following the rate cuts seen at the end of each of the last three meetings (100 bp cumulatively). The Fed is now adopting a wait-and-see approach, not forecasting any further cuts without “real progress on inflation” or the labour market “weaken[ing] unexpectedly". This approach extends to the economic policies of the new Trump administration, with Powell stating that the committee was waiting for the policies adopted to be articulated before assessing what their implications will be.
Anis Bensaidani, article completed on 7 February 2025