Why the loss never shows on a statement
The technique
Nominal growth hides a real loss
Bank statements report rupees, not purchasing power. A balance that rises by a few thousand rupees a year looks like progress, and nobody subtracts inflation from a passbook. The only way to see the loss is to compare the after-tax interest with what the same money needed to earn just to stand still.
Take the ₹2,90,300 that turns out to be idle in the example further down. At an illustrative savings rate of 3 percent it earns ₹8,709 in a year. Savings interest is taxed at your slab, so at an illustrative marginal rate of 31.2 percent, including cess, you keep ₹5,992, which is 2.06 percent after tax. The balance goes up; the statement shows a gain.
Now suppose prices rise by an illustrative 5 percent that year. In today's rupees, the balance at the end of the year buys ₹8,117 less than it did at the start. The same money in a sweep deposit at an illustrative 6.75 percent earns ₹19,595, keeps ₹13,482 after tax, 4.64 percent, and loses only ₹984 in real terms. Neither option makes the money richer at this tax rate. One of them loses more than eight times as much as the other.
- The gap is ₹7,490 a year after tax, ₹624 a month. It never arrives as a debit, so it never gets questioned the way a ₹624 subscription would
- Left for three years, compounding once a year after tax, the savings route earns ₹18,349 and the sweep route ₹42,352. The gap has become ₹24,003, because each year's shortfall also stops earning
- The sweep does not beat inflation at a 31.2 percent marginal rate in this example. Its job is to stop most of the leak on money you were not going to spend, not to grow wealth. Long-term money belongs somewhere else entirely






