True, you can use a formula in Excel spreadsheet!
Answer:
Depreciable cost per mile= $0.37
Explanation:
Giving the following information:
Purchase price= $38,800
Salvage value= $1,800
Expected to be driven 100,000 miles over its estimated useful life.
<u>To calculate the depreciable cost per mile, we need to use the following formula:</u>
Depreciable cost per mile= (original cost - salvage value)/useful life of production in miles
Depreciable cost per mile= (38,800 - 1,800)/100,000
Depreciable cost per mile= $0.37
Answer:
The payback period for this project is 2.43 years.
Explanation:
Elmer Sporting Goods is getting ready to produce a new line of golf clubs by investing $1.85 million.
The investment will result in additional cash flows of $525,000, $812,500, and 1,200,000 over the next three years.
The payback period is the time it takes to cover the investment to be covered by returns.
The investment cost remaining in the first year
= $1,850,000 - $525,000
= $1,325,000
The investment cost remaining in the second year
= $1,325,000 - $812,500
= $512,500
The third year payback
= 
= 0.427
The total payback period
= 2.43 years
Answer:
C, coaching
Explanation:
Coaching can be defined as a the one-on-one development of an individual/employee to help the employee reach or accomplish a set goal or increase performance.
Coaching is administered by a coach. He/She ensure that through his/her activities, helps an individual to improve performance and behavior or help meet a target or accomplish a task or increase performance/productivity.
Firm's use coaching to improve employee performance as there is a one-on-one assessment of the employee and it enables the coach to work with and on the employee entirely.
Cheers.
Answer:
$647.96
Explanation:
Sue the following formula to calculate the price of the bond at the time of sale
Price of Bond = Face value of the bond / ( 1 + Market interest rate )^numbers of years
Where
Face value of bond = $1,000
Market interest rate = 7.5%
Numbers of years = 6 years
placing values in the formula
Price of Bond = $1,000 / ( 1 + 7.5% )^6
Price of Bond = $647.96