Former Treasurer Joe Hockey warned that Australia could face an unemployment rate of approximately 15% [1] within the next five years.
This projection suggests a severe economic disruption if the nation fails to adapt to rapid technological shifts. The warning highlights a growing gap between current workforce capabilities and the demands of an automated global economy.
Speaking at the National Press Club in Canberra, Hockey said the risk extends beyond domestic borders to the broader Western world. He identified a specific window for this crisis, stating his expectation that the spike could occur by 2030 or 2031 [2].
According to Hockey, the primary driver of this potential crisis is Australia's failure to keep pace with the U.S. and Europe in the fields of technology and robotics [3]. He said the country is not integrating these advancements quickly enough to protect the labor market from obsolescence.
"We are sleep-walking into the future," Hockey said [4].
He said that the lack of technological agility creates a vulnerability that could result in large-scale job losses as industries automate. The former treasurer noted that the transition to a more robotic workforce is inevitable, but the speed of adoption determines whether the transition is managed or catastrophic.
"My expectation is by 2030, 2031, within five years, we could be facing 15 per cent unemployment in Australia and in the Western world," Hockey said [5].
While some reports have cited a 10% increase in unemployment over four years [6], Hockey's direct statements at the National Press Club point toward a higher ceiling of 15% [1] within a five-year timeframe.
“We are sleep-walking into the future.”
This warning reflects a broader debate regarding 'technological unemployment,' where AI and robotics replace human labor faster than new roles are created. If Australia's productivity and tech adoption continue to lag behind other developed economies, the country may face a structural unemployment crisis that cannot be solved by traditional fiscal policy alone.




