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Lesson 39
                            Property Tax
                         Text: Chapter 1, section 7


$ Local municipalities raise revenue in two basic ways:
         1) Grants from other levels of government
         2) Property taxes

$ Property taxes are paid according to the assessed value of your property.

$ An assessor (after examine your property) gives a value based on market value.
  Residential property tax is based on 45% of this assessed value; this 45% is called
  the portioned assessment.

$ After examine the budget for the town or city the municipal government decides
  on a rate of property tax for the city.

$ The school division also collects taxes from properties. It is a separate rate but it
  is collected with the local taxes.

$ Local improvements to the city, such as, sidewalks, sewer upgrades, etc are
  charged to the home owners on the frontage of a lot. Local improvements are
  usually charged in installments per year. For example, sidewalk construction may
  be charged at a rate of $3.58 per foot of frontage each year for 5 years.

$ Rate of property tax =             Total tax to be raised

                               Total assessed value of the property

$ Tax rate is usually expressed as a permille (which is a thousandth of a dollar).
  This is also more common called the MILL RATE.

                1 th
$ A mill is          of a dollar.
              1000

$ So a rate of 50 mills means that you will pay $50 for every $1000 your property
  is worth.
   Mill rate =          Total taxes to be raised
                                                                            x 1000
                                    Total assessed value of the property



Example:
In Thompson, the city council has decided that they need to increase the taxes by
$21 250 000. The total assessment of the property is $450 000 000. Find the tax rate
and express it in:
   A) cents per dollar
   B) percent
   C) mills




Example:
The Scallion’s house has a market value of assessment of $90 000. Taxes will be paid on
the portioned assessment of 45%% The mill rate in Thompson is 43 mills. What will
                                  .
Ms. Scallion owe in property tax?




             Exercise 39: Q 1 to 15

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Lesson 39

  • 1. Lesson 39 Property Tax Text: Chapter 1, section 7 $ Local municipalities raise revenue in two basic ways: 1) Grants from other levels of government 2) Property taxes $ Property taxes are paid according to the assessed value of your property. $ An assessor (after examine your property) gives a value based on market value. Residential property tax is based on 45% of this assessed value; this 45% is called the portioned assessment. $ After examine the budget for the town or city the municipal government decides on a rate of property tax for the city. $ The school division also collects taxes from properties. It is a separate rate but it is collected with the local taxes. $ Local improvements to the city, such as, sidewalks, sewer upgrades, etc are charged to the home owners on the frontage of a lot. Local improvements are usually charged in installments per year. For example, sidewalk construction may be charged at a rate of $3.58 per foot of frontage each year for 5 years. $ Rate of property tax = Total tax to be raised Total assessed value of the property $ Tax rate is usually expressed as a permille (which is a thousandth of a dollar). This is also more common called the MILL RATE. 1 th $ A mill is of a dollar. 1000 $ So a rate of 50 mills means that you will pay $50 for every $1000 your property is worth.
  • 2. Mill rate = Total taxes to be raised x 1000 Total assessed value of the property Example: In Thompson, the city council has decided that they need to increase the taxes by $21 250 000. The total assessment of the property is $450 000 000. Find the tax rate and express it in: A) cents per dollar B) percent C) mills Example: The Scallion’s house has a market value of assessment of $90 000. Taxes will be paid on the portioned assessment of 45%% The mill rate in Thompson is 43 mills. What will . Ms. Scallion owe in property tax? Exercise 39: Q 1 to 15