In order to calculate the depreciation using the double declining balance method you must first calculate the amount of depreciate using the straight line method. After you calculate it by the straight line method, you simply need to double it for this this problem.
The original price is $20,000, and then subtract the $2,000 estimated trade in value and the answer is $18,000. This is the amount that you need to depreciate.
Straight line method: $18,000 divided by the 5 year useful life = $3,600 per year.
Double declining balance = $3,600 x2 = $7,200 per year depreciation.
Year Depreciation Amount
1 7,200
2 7,200
3. 3,600
Answer:
PMT = $1875.00
Explanation:
The annuity refers to a series of fixed payments made after an equal interval of time and for a definite time period. The formula for the present value of annuity is,
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<u>For ordinary annuity</u>
PV of annuity = PMT * [(1 - (1+IN)^-n) / IN]
Plugging in the values for the available variables. We calculate the PMT to be,
14130.15 = PMT * [(1 - (1+0.08)^-12) / 0.08]
14130.15 = PMT * 7.536078017
14130.15 / 7.536078017 = PMT
PMT = $1875.000493 rounded off to $1875.00
You are expressing communication skills
Answer:
False
Explanation:
The first part was true. A higher WACC results in a lower NPV simply because a higher discount rate results in a lower present value.
E.g. 100 / (1 + 6%)³ = 83.96, but if we increase r to 10%, then 100 / (1 + 10%)³ = 75.13
The second part is wrong because under the IRR method, the decision rule is very simple, all projects are accepted if their IRR is higher than the project's WACC (or discount rate). I.e. if hte project's WACC increases, so does the chance of the project being rejected because the IRR might be lower than the WACC.