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fers to decrease in value of an asset Important for 2 Reasons: Info must be provided to shareholde Income tax consequences(our main concern

Refers to decrease in value of an asset w/time Important for 2 Reasons: Info must be provided to shareholders Income tax consequences (our main concern

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Page 1: Refers to decrease in value of an asset w/time Important for 2 Reasons: Info must be provided to shareholders Income tax consequences (our main concern

Refers to decrease in value of an asset w/time

Important for 2 Reasons:

Info must be provided to shareholders

Income tax consequences(our main concern)

Page 2: Refers to decrease in value of an asset w/time Important for 2 Reasons: Info must be provided to shareholders Income tax consequences (our main concern

Income taxes are calculated as follows:

Taxes =(Income – Deductions)*Tax rate

Depreciation is one of the dedn’s for businesses

Thus, depreciation(D) reduces taxes by an amt equal to depreciation times the tax rate

For example, depreciation of $10,000 for a company in the 40% tax bracket will reduce taxes by $4,000

Page 3: Refers to decrease in value of an asset w/time Important for 2 Reasons: Info must be provided to shareholders Income tax consequences (our main concern

Two common ones:

Straight line (still used abroad for tax purposes)

MACRS ( Only one allowed in US for tax purposes)

Page 4: Refers to decrease in value of an asset w/time Important for 2 Reasons: Info must be provided to shareholders Income tax consequences (our main concern

P - SV nD =

BV = P - mD

n = Lifem = Year

Where: D= Depreciation

P= First cost

SV = Salvage valueBV = Book value

Example: A certain machine has a

first cost of $20,000 with a $5,000

salvage value after 5 years. Find Dand BV after 3 years.

Solution:

D3 = (20,000–5,000)/5 = $3,000

BV3= 20,000 – 3(3,000) = $11,000

Page 5: Refers to decrease in value of an asset w/time Important for 2 Reasons: Info must be provided to shareholders Income tax consequences (our main concern

D = P*d BVn = P - ΣD

Where d = Depreciation rate from Table

ΣD = Sum of depreciation thru yr n

Example: For an asset with P=$20,000 , SV=$5,000and n = 5, find the depreciation & book value for yr 3.

BV3 = 20,000 - 20,000(0.20+0.32+0.192) = $5,760

Solution:D3= 20,000*0.1920 = $3,840

Page 6: Refers to decrease in value of an asset w/time Important for 2 Reasons: Info must be provided to shareholders Income tax consequences (our main concern

Depletion applies to non-renewable assets (like natural resources)

Two types of depletion: Cost & Percentage

Cost depletion: Multiply factor by amt of resource removed

Where: factor, Pt = First cost / Resource capacity

Percentage depletion: Multiply income by % from Table

Page 7: Refers to decrease in value of an asset w/time Important for 2 Reasons: Info must be provided to shareholders Income tax consequences (our main concern

Solution:

(a) Pt = 2,500,000 / 1,000,000 = $2.50 per ounce

Cost depletion = 2.50(300,000) = $750,000

(b) Percentage depl = 300,000(5.00)(0.15)= $225,000

Example: A silver mine purchased for $2.5 millionis expected to yield one million ounces of silver. Determine the depletion charge in a yr when 300,000

(a)Cost depletion, and (b) Percentage depletion ounces are mined and sold for $5.00 per ounce by

Page 8: Refers to decrease in value of an asset w/time Important for 2 Reasons: Info must be provided to shareholders Income tax consequences (our main concern

A certain machine has a first cost of $35,000 with a $5000 salvage value after 5 years. What is the book value after 3 years based on the straight line depreciation method?

Answer: D3 = (35,000–5,000)/5 = $6,000 BV3 = 35,000 – 3(6,000) = $17,000

Straight Line Depreciation & Book Value Problem

Page 9: Refers to decrease in value of an asset w/time Important for 2 Reasons: Info must be provided to shareholders Income tax consequences (our main concern

If 1,000 ounces of gold are harvested in a year when it is selling for $1700 per ounce, the depletion allowance deduction would be how much?

Answer: _$255,000

Depletion Problem