Math  /  Data & Statistics

Questionily Enterprises is purchasing a $9.6\$ 9.6 million machine. It will cost $47,000\$ 47,000 to transport and install the machine. The machine has a preciable life of 5 years, is using straight-line depreciation, and will have no salvage value. The machine will generate incremental venues of $4.3\$ 4.3 million per year along with incremental costs of $1.3\$ 1.3 million per year. Daily's marginal tax rate is 25%25 \%. You are forecasting cremental free cash flows for Daily Enterprises. If Daily Enterprises decides to use MACRS instead of straight-line depreciation, how would the incremental free cash flows associated th the new machine change? Under the TCJA of 2017, Daily Enterprises has the option to take 100\% "Bonus" depreciation in the year in which the equipment is put to use. This means that in that year, it would take the full depreciation expense equivalent to the cost of buying the equipment. If Daily Des so, which cash flows would increase and which would decrease? How does this compare to MACRS?
Under the TCJA of 2017, Daily Enterprises has the option to take 100\% "Bonus" depreciation in the year in which the equipment is put the use. This means that in that year, it would take the full depreciation expense equivalent to the cost of buying the equipment. If Daily loes so, which cash flows would increase and which would decrease? How does this compare to MACRS? (Select all the choices hat apply. A. In the case of Daily Enterprises, we assume that it puts the machine into use immediately, as seen by the MACRS expense in year 0 . Thus, Daily would take 100%100 \% of the depreciation expense in year 0 so that the entire cost of the equipment is deducted from taxes that year. B. With its taxes reduced, the incremental cash flow in year 0 is increased. With 100%100 \% of the depreciation expense used in year 0 , Daily would have no incremental depreciation in years 1 through 6 . However, by accelerating the entire tax deduction to year 0 , the present value of the incremental free cash flows would increase under bonus depreciation. C. Compared to MACRS, the effect will be less dramatic, but similar. MACRS puts more than half of the depreciation in years 0 and 1(20%+19.20%)1(20 \%+19.20 \%), whereas bonus depreciation puts 100%100 \% in year 0 . Thus, again the incremental free cash flow will be higher in year 0 , but lower in years 1 through 5 , and the present value of those cash flows will be greater. D. Compared to MACRS, the effect will be less dramatic, but similar. MACRS puts more than half of the depreciation in years 0 and 1(20%+32%)1(20 \%+32 \%), whereas bonus depreciation puts 100%100 \% in year 0 . Thus, again the incremental free cash flow will be higher in year 0 , but lower in years 1 through 5 , and the present value of those cash flows will be greater.

Studdy Solution

STEP 1

1. The machine costs \$9.6 million, with an additional \$47,000 for transport and installation.
2. The total depreciable cost is \$9,647,000.
3. The machine has a useful life of 5 years with no salvage value.
4. Incremental revenues are \$4.3 million per year and incremental costs are \$1.3 million per year.
5. The marginal tax rate is 25%.
6. Straight-line depreciation is used for comparison with MACRS and bonus depreciation.
7. Under the TCJA of 2017, 100% bonus depreciation is available.

STEP 2

1. Calculate the straight-line depreciation and its impact on cash flows.
2. Compare MACRS depreciation to straight-line depreciation.
3. Analyze the impact of 100% bonus depreciation.
4. Evaluate the changes in cash flows under each depreciation method.

STEP 3

Calculate the straight-line depreciation:
Total depreciable cost = \$9,647,000
Straight-line depreciation per year = $9,647,0005=$1,929,400\frac{\$9,647,000}{5} = \$1,929,400

STEP 4

Compare MACRS depreciation to straight-line depreciation:
For MACRS, depreciation percentages for 5-year property are approximately: 20%, 32%, 19.2%, 11.52%, 11.52%, 5.76%.
Calculate MACRS depreciation for each year:
- Year 1: 0.20×$9,647,000=$1,929,4000.20 \times \$9,647,000 = \$1,929,400 - Year 2: 0.32×$9,647,000=$3,087,0400.32 \times \$9,647,000 = \$3,087,040 - Year 3: 0.192×$9,647,000=$1,853,8240.192 \times \$9,647,000 = \$1,853,824 - Year 4: 0.1152×$9,647,000=$1,111,142.400.1152 \times \$9,647,000 = \$1,111,142.40 - Year 5: 0.1152×$9,647,000=$1,111,142.400.1152 \times \$9,647,000 = \$1,111,142.40 - Year 6: 0.0576×$9,647,000=$555,571.200.0576 \times \$9,647,000 = \$555,571.20

STEP 5

Analyze the impact of 100% bonus depreciation:
Under 100% bonus depreciation, the entire depreciable cost is deducted in year 0:
Depreciation in year 0 = \$9,647,000
No depreciation in years 1 through 5.

STEP 6

Evaluate the changes in cash flows under each depreciation method:
A. With 100% bonus depreciation, all depreciation is in year 0, reducing taxes and increasing cash flow in year 0.
B. With MACRS, depreciation is spread over 6 years, with significant deductions in years 0 and 1, but less than 100% bonus depreciation.
C. Bonus depreciation increases the present value of cash flows by accelerating tax deductions to year 0.
D. Compared to MACRS, bonus depreciation results in higher cash flow in year 0 and lower in subsequent years, increasing the present value of cash flows.
The correct choices are A, B, and C.

Was this helpful?

Studdy solves anything!

banner

Start learning now

Download Studdy AI Tutor now. Learn with ease and get all help you need to be successful at school.

ParentsInfluencer programContactPolicyTerms
TwitterInstagramFacebookTikTokDiscord