Exam 20: Taxes on Wealth and Property

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Taxes on have not been used in Canada.

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A

An estate tax reflects the market value of a property.

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In the traditional view, the property tax that falls on structures shifts the entire burden to the

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Statistics Canada estimated that the top 10 percent of wealth holders owned of wealth in Canada in 2012.

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The new view is that property tax is a(n)

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In the new view, assuming property tax can be approximated as a uniform tax, the burden falls entirely on owners of capital.

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There is no federal property tax in Canada.

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Property tax in Canada is predominately a provincial tax.

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Bob and Doug both own properties with market value $550,000. Bob's property value is assessed at $620,000 while Doug's is assessed at $670,000. Suppose they face the same statutory tax rate of 1.5 percent. What are the effective tax rates faced by bob and Doug? Why would statutory tax rates differ from the effective tax rates?

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The traditional view is that property tax is a(n)

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The assessment ratio is

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Refer to the figure below. Suppose that the supply curve is constant at $10. Suppose further that the before-tax demand curve DB can be written as B = 20 - P/2, where B is the number of structures per year and P is the price. Refer to the figure below. Suppose that the supply curve is constant at $10. Suppose further that the before-tax demand curve DB can be written as B = 20 - P/2, where B is the number of structures per year and P is the price.    (A)Find B0. (B)Suppose that the after-tax demand curve,   , can be written as B = 20 - P. Find B1 and   . (A)Find B0. (B)Suppose that the after-tax demand curve, Refer to the figure below. Suppose that the supply curve is constant at $10. Suppose further that the before-tax demand curve DB can be written as B = 20 - P/2, where B is the number of structures per year and P is the price.    (A)Find B0. (B)Suppose that the after-tax demand curve,   , can be written as B = 20 - P. Find B1 and   . , can be written as B = 20 - P. Find B1 and Refer to the figure below. Suppose that the supply curve is constant at $10. Suppose further that the before-tax demand curve DB can be written as B = 20 - P/2, where B is the number of structures per year and P is the price.    (A)Find B0. (B)Suppose that the after-tax demand curve,   , can be written as B = 20 - P. Find B1 and   . .

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Property tax as a user fee implies that

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The property tax receives criticism because

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Property taxes are not very popular. People might dislike other taxes just as much, but feel powerless to change them. If the assessed value of the property does not rise or, in fact, declines, then this should be followed by decreases in tax rates. This, however, is not welcomed by property owners, either. Why?

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In the traditional view, the supply curve of structures is

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Refer to the figure below. Suppose that the supply of land is constant at L acres, and rent per acre is $400. In addition, the before-tax demand for land can be characterized by the equation P = 500 - 2L, where L is the acres of land and P is the rent. Refer to the figure below. Suppose that the supply of land is constant at L acres, and rent per acre is $400. In addition, the before-tax demand for land can be characterized by the equation P = 500 - 2L, where L is the acres of land and P is the rent.    (A)What is the constant supply of land (L)in the market? (B)If the after-tax demand curve,   , can be written as P = 400 - 4L, what is   , and how much tax revenue is generated? (A)What is the constant supply of land (L)in the market? (B)If the after-tax demand curve, Refer to the figure below. Suppose that the supply of land is constant at L acres, and rent per acre is $400. In addition, the before-tax demand for land can be characterized by the equation P = 500 - 2L, where L is the acres of land and P is the rent.    (A)What is the constant supply of land (L)in the market? (B)If the after-tax demand curve,   , can be written as P = 400 - 4L, what is   , and how much tax revenue is generated? , can be written as P = 400 - 4L, what is Refer to the figure below. Suppose that the supply of land is constant at L acres, and rent per acre is $400. In addition, the before-tax demand for land can be characterized by the equation P = 500 - 2L, where L is the acres of land and P is the rent.    (A)What is the constant supply of land (L)in the market? (B)If the after-tax demand curve,   , can be written as P = 400 - 4L, what is   , and how much tax revenue is generated? , and how much tax revenue is generated?

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The assessed value of a home is

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An example of a stock variable is

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In the traditional view, evidence suggests the structures part of the property tax is probably

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