A new monthly business confidence index is guaranteed to make the media headlines. It is the basis of analysts forecasting the future direction of the economy. The Financial Times defines a business confidence index as an economic indicator that measures the amount of optimism or pessimism that business managers feel about the prospects of their companies. It also provides an overview of the state of the economy. A widely quoted Australian example is the NAB’s Business Confidence Index.
How is Business Confidence Measured?
The NAB Business Confidence Index is one of the most quoted business confidence measures in Australia. The NAB Business Confidence Index is calculated based on the question: "Excluding normal seasonal changes, how do you expect business conditions facing your industry to change in the next three months?" The result is the sum of both positive and negative responses. A net balance above zero implies an improving business confidence while below zero indicates falling confidence. The average over time is about +6. It has been as high as +21 and recorded a low of -30 during the global financial crisis. The NAB business confidence index is published with a commentary on specific industries and regions. NAB also identifies what factors are driving business confidence.
How Confident should we be in Business Confidence?
It would be easy to think that the guesses from a random collection of business people would be a poor basis for economic policy. However the reason business forecasters look at confidence levels is that it is a survey where the respondents are thought to give honest opinions. When aggregated across a large number we get a roughly accurate measure of overall sentiment. When a business person is asked about their level of confidence in the economy, they will most likely answer based on their gut feeling. They make a passing comment on recent sales or recall phone conversations with clients. What they offer in response to a question about confidence is their overall expectation based on a large number of day to day experiences.
The opinions being captured in confidence questions is exactly the same micro-level information businesses rely on to keep the economy’s wheels turning smoothly. People make economic choices based on their expectation that things will work out well. From a free-market economist’s perspective this constant exploiting of micro-signals through individual micro-actions is very efficient. Our economic system relies upon each individual doing what is in their own best interest. This in turn means they act rationally on those same micro-signals of activities and opportunities that formed their answer to the confidence survey. Asking someone to answer those confidence questions is a good way to measure economic decision making.
Similarity between Business Confidence and Commercial Property Asking Price
Call centre surveys have given a good result over time. But it is not the only way to measure confidence levels. Watching commodity prices to gauge the health of the economy is not new. “Doctor Copper” and other base metal prices are often used as an indicator of economic growth. Typical would be the Fairfax newspaper’s July article that headlined “Dr Copper’s price plunge shows economy is coming down with something nasty”. Therefore looking at a commodity like commercial real estate rents in the form of Commercial Property Guide’s Asking Price Index to judge business confidence is just observing another aggregation of micro-actions to measure sentiment.
The NAB Business Confidence indicator is not without problems. It is easily spiked by tabloid headlines – Barnaby Joyce gets re-elected, the federal budget sounds good or Donald Trump gets sworn in and promises to make America great again. These events are short term and probably not basis for good long term planning.
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)
Commercial Asking Price measures Business Confidence Accurately
Commercial real estate agents have their ear to the ground. Rather than ask them what’s going on with business, it’s much better to watch what they do. The Asking Price Index aggregates the collective action of hundreds of commercial real estate agent across the country to get a good picture of what the future holds.
This is the wisdom of the crowd. In the case of commercial real estate agents, they are a well-informed crowd whose livelihood depends on getting it right.
When we compare statistically, using a Chi-Square calculation, the Commercial Property Guide’s Asking Price Index with the NAB business confidence (with the tabloid reactions removed), we get a very close match without waiting weeks for the old-school call centre survey to be compiled.
Another benefit of using Commercial Property Asking Price Index is that there is the opportunity to drill down to individual cities and measure their local business confidence level. We know that at times such as the downturn in mining activity there was a wide variation in business confidence across the country - Sydney being very different from Perth.
The Commercial Property Asking Price Index mirrors the Business Confidence Index. When it comes to predicting where the economy is headed, gut-feel confidence matters. The good news is that we have several way of measuring business confidence to show us what the future holds. Who would have thought commercial real estate agents are one the best judges of the future?