Title
Adoption of the Winter 2022 Millage Rates (for Fiscal Year 2023)
Body
Whereas, in accordance with the provisions of Public Act 2 of 1968, Public Act 621 of 1978, the Uniform Budgeting and Accounting Act for Local Government, and Section III of the Charter for the City of Rochester Hills; the Mayor, as the Chief Administrative and Executive Officer for the City, has prepared and proposed the budget for the ensuing year and submitted it to the City Council at its first meeting in August; and
Whereas, at its August 15, 2022 meeting City Council acknowledged receipt from the Mayor of the Fiscal Year 2023 Proposed and 2024-2025 Projected Budget and set a Public Hearing for September 12, 2022 at 7:00 p.m. to hear comments on the Proposed Budget Plan and Millage Rates; and
Whereas, at its September 12, 2022 meeting City Council held said Public Hearing and heard comments on the Proposed Budget Plan and Millage Rates.
Now, Therefore, Be It Resolved, the City Council hereby adopts the following tax rates in accordance with Chapter IV, Taxation, specifically Section 4.1, Power to Tax and Secure Revenue, and Section 4.2, Charter Tax Rate & Special Voted Millage(s) Limitation, to be levied in December 2022 to provide the tax revenues included in the Proposed Fiscal Year 2023 Budget:
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)
The Total Millage rate of 10.5510 is per Thousand Dollars ($1,000) of taxable valuation, as equalized; and
Be it Further Resolved, the City Council hereby adopts the following Special Lighting levies for the Christian Hills Subdivision at the rate of $14.64 per lot or description; and for the Denison Acres Subdivision at the rate of $5.36 per lot or description; and
Be It Further Resolved, that the Assessor of the City of Rochester Hills be and hereby is authorized to have said amounts spread on the Winter 2022 Tax Rolls.