How the Private Savings Calculator works
This calculator applies the private-saving identity from national income accounting — the relationship macroeconomists use to explain where the funds for investment ultimately come from. It splits total saving into a private piece (households and businesses) and a public piece (government), then adds the two back together.
The formula
Starting from national income Y, taxes paid T, and transfer payments received TR (Social Security, unemployment benefits, and similar payments from government to the private sector), disposable income is:
Yd = Y − T + TR
Private saving is what remains of disposable income after consumption spending C:
Sprivate = Yd − C = (Y − T + TR) − C
Public saving is the government's own saving — tax revenue minus what it pays out in transfers and purchases G:
Spublic = T − TR − G
National saving is the sum of the two, which (in a closed economy) equals total investment:
Snational = Sprivate + Spublic = Y − C − G
Worked example
Take a national income of $20,000 billion, $4,000 billion in taxes, $3,000 billion in transfer payments, $15,000 billion in consumption, and $4,200 billion in government purchases. Disposable income is $20,000B − $4,000B + $3,000B = $19,000B. Private saving is $19,000B − $15,000B = $4,000B, a private saving rate of about 21.1%. Public saving is $4,000B − $3,000B − $4,200B = −$3,200B (the government is running a deficit), so national saving is $4,000B + (−$3,200B) = $800B.
What moves private saving
- Consumption: every dollar spent instead of saved reduces private saving dollar for dollar, holding income, taxes, and transfers fixed.
- Taxes and transfers: higher taxes lower disposable income and, all else equal, lower private saving; higher transfer payments do the opposite.
- Government spending: it does not enter the private-saving formula directly, but it does affect public and national saving — a wider deficit (G exceeding T − TR) pulls national saving down even when private saving is unchanged.
Scope and limits
This is an accounting identity, not a forecast: it shows how saving splits given the income, tax, transfer, consumption, and spending figures you enter — it does not predict how households or businesses will react if one of those figures changes. The same formula works at any scale, from a full economy measured in dollars of billions to a single household's income statement, as long as every input is measured over the same period and in the same currency unit.