Skip to comments.The Revenue Limits of Tax and Spend
Posted on 05/17/2010 2:15:28 AM PDT by The Raven
U.S. fiscal policy has been going in the wrong direction for a very long time. But this year the U.S. government declined to lay out any plan to balance its budget ever again. Based on President Obama's fiscal 2011 budget, the Congressional Budget Office (CBO) estimates a deficit that starts at 10.3% of GDP in 2010. It is projected to narrow as the economy recovers but will still be 5.6% in 2020. As a result the net national debt (debt held by the public) will more than double to 90% by 2020 from 40% in 2008. The current Greek deficit is now thought to be 13.6% of a far smaller GDP. Unlike ours, the Greek insolvency is not too large for an international rescue.
As sobering as the U.S. debt estimates are, they are incomplete and optimistic. They do not include deficit spending resulting from the new health-insurance legislation. The revenue numbers rely on increased tax rates beginning next year resulting from the scheduled expiration of the Bush tax cuts. And, as usual, they ignore the unfunded liabilities of social insurance programs, even though these benefits are officially recognized as "mandatory spending" when the time comes to pay them out.
The nearby chart shows how tax revenue has grown over the past eight decades along with the size of the economy. It illustrates the empirical relationship first introduced on this page 20 years ago by the Hoover Institution's W. Kurt Hausera close proportionality between revenue and GDP since World War II, despite big changes in marginal tax rates in both directions. "Hauser's Law," as I call this formula, reveals a kind of capacity ceiling for federal tax receipts at about 19% of GDP.
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More like Spend and Not Tax.
OK, some people whine that the glass is half empty and I say the glass' contents are ready to double thanks to an available 50% unused capacity.
This news is fabulous; it says O's attempt at a Marxist take over is guaranteed to fail because no matter how hard he tries he'll never be able to steal more than a fifth. We know we can survive that because that's what we've had all our lives.