City Comparison
Columbus vs Cleveland
Take-home pay, tax burden, and cost of living side-by-side. 2026 tax brackets.
Ohio
Columbus
- Net on $110,000
- $79,171
- Effective rate
- 28.0%
- COL index
- 90
- Buying power
- $87,968
Ohio
Cleveland
- Net on $110,000
- $79,171
- Effective rate
- 28.0%
- COL index
- 72
- Buying power
- $109,960
On a $110,000 salary, the raw take-home gap is $0, but once you adjust for cost of living the effective buying-power gap is $21,992. To match Columbus's lifestyle at $110,000, you'd need to earn roughly $88,000 in Cleveland.
Comparison at different salary levels
Single filer, biweekly pay, standard deduction. Local tax applied where relevant.
| Gross salary | Columbus net | Cleveland net | Equivalent in Cleveland |
|---|---|---|---|
| $60,000 | $46,649 | $46,649 | $48,000 |
| $85,000 | $63,084 | $63,084 | $68,000 |
| $110,000 | $79,171 | $79,171 | $88,000 |
| $150,000 | $104,278 | $104,278 | $120,000 |
"Equivalent in Cleveland" = the gross salary you'd need to earn in Cleveland to match the after-tax, after-COL buying power of the left-column salary in Columbus.
See individual city breakdowns
Frequently asked questions
Is it cheaper to live in Columbus or Cleveland? ▾
Cleveland is noticeably cheaper — COL index of 72 vs 90 (US average = 100). That gap comes mostly from housing; groceries and utilities usually differ by less than the headline COL number suggests.
If I earn $110,000 in Columbus, what do I need in Cleveland to match? ▾
To match the same after-tax buying power you'd get from $110,000 in Columbus, you'd need to earn about $88,000 gross in Cleveland. That accounts for both the tax difference and the cost-of-living gap.
Which city has lower taxes on a $110,000 salary? ▾
At $110,000, Columbus has an effective total tax rate of 28.0% vs 28.0% in Cleveland. That works out to a tax difference of about $0 per year.
Does the 'cheaper' city actually leave you better off? ▾
Not always. Raw net pay matters, but so does what that money buys. When we adjust for cost of living, Cleveland leaves you with about $109,960 of equivalent buying power at $110,000 — compared to $87,968 in the other.