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MrRa [10]
3 years ago
8

Gunk Co. reported an asset retirement obligation on its 2019 financial statements. The present value of the liability for the as

set retirement obligation at the end of 2019 was $393. The company's discount rate is 8%. What is the amount of accretion expense Gunk will record in 2020 related to the asset retirement obligation
Business
1 answer:
iVinArrow [24]3 years ago
4 0

Answer:

$31.44

Explanation:

The accretion expense each year will be calculated as = Present value of the Asset retirement obligation at the end of the previous year * Discount Rate

Hence, the amount of accretion expense Gunk will record in 2020 related to the asset retirement obligation

= $393 * 8%

= $31.44

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A business buys motors that it uses to make blenders and mixers. The motors are an example of?
Levart [38]

Answer:

components

Explanation:

Components are goods used as materials in manufacturing other products. They are finished products in the real sense but are used as parts in making other products. Components are usually by an original equipment manufacturer and sold to other manufacturing companies or consumers as spare parts.

Motors are complete goods manufactured by an original equipment manufacturer. The manufacturer sells the motors as components to be used in the production of blenders.  The motors are, therefore, material used in the making of blenders.

8 0
3 years ago
Suppose you have ​$ cash today and you can invest it to become worth ​$ in years. What is the present purchasing power equivalen
IRINA_888 [86]

Answer: $900,599.04

Explanation:

The present purchasing power equivalent is the present worth of this investment.

The investment will earn 5% for the first 7 years and then 9% for the next 10.

As there are different rates, the present worth calculation will have to reflect that.

At the end of the first 7 years, the present worth of the invested amount given 10 more years of investing at 9%. The Present worth is;

= 3,000,000(Present worth factor, 9%, 10 years)

= 3,000,000 * 0.4224

= $1,267,200

Then what is the Present worth of $1,267,200 in the current year given that it will be invested for 7 years at 5% to get to $1,267,200.

= 1,267,200 (Present worth factor, 5%, 7 years)

= 1,267,200 * 0.7107

= $900,599.04

3 0
3 years ago
Evaluate South Africa's approach to redistribution of wealth and income ​
harina [27]

Answer:anser is

Explanation:

E

6 0
3 years ago
Lila purchased Hampton Industries Inc. stock for $18.35 and sold it 6 months later for $21.45 after receiving a $0.50 dividend.
Scorpion4ik [409]

Answer:

HPR = 19.62 %

APR = 39.24 %

EAR = 43.09 %

Explanation:

a.Calculation of Holding Period Return :

The formula for calculating the holding period Return is

= ( Sale price + Dividend earned during the holding period – Purchase Price ) / Purchase Price

As per the information given in the question is

Purchase Price : $ 18.35

Sale price : $ 21.45

Dividend per share = $ 0.50

Applying the above values in the formula we have

= ( 21.45 + 0.50 – 18.35 ) / 18.35

= 3.60 / 18.35

= 0.196185 = 19.6185 %

= 19.62 % ( when rounded off to two decimal places )

Thus the HPY i.e., Holding period return is 19.62 %

b.Calculation of Annual Percentage Rate :

The formula for calculating the Annual Percentage Rate = Holding period return / n

Where n = Period of Investment / 12 months

We know that the period of Investment = 6 months

Thus n = 6 / 12 = 0.50

Holding Period Return = 19.62 %

Applying the above values in the formula we have

Annual Percentage Rate = 19.62 % / 0.50

= 39.24 %

Thus the Annual Percentage Rate = 39.24 %

c. Calculation of Effective Annual Return :

The formula for calculating the Effective annual rate = ( 1 + Return ) ( 1/n ) - 1

Where Return = Holding period return = 19.62 % = 0.1962

N = No. of years = ( 6 / 12 ) years = 0.5 years

Applying the above values in the formula we have

= ( 1 + 0.1962 ) ( 1 / 0.5 ) - 1

= ( 1.1962 ) 2 - 1

= 1.430894 – 1

= 0.430894 = 43.0891 %

= 43.09 % ( when rounded off to two decimal places )

Thus the Effective annual rate = 43.09 %

NOTE : The value of ( 1.1962 )2   has been calculated using the excel function =POWER(Number,Power). Thus =POWER(1.1962,2) = 1.430894

Thus we have :

HPR = 19.62 %   ; APR = 39.24 %   ; EAR = 43.09 %

4 0
4 years ago
Read the following scenario. Research options for payment, and use the PACED decision-making model to decide how Emmitt should p
storchak [24]

first look at the starting value then approximately affect the ending value

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