Answer:
$4,500
Explanation:
Depreciation expense using the straight line depreciation method = (Cost of asset - Salvage value) / useful life
($32,000 - $5,000)/6 = $4,500
The straight line depreciation method allocates the same deprecation expense for each year of the useful life of the asset.
Therefore, the depreciation expense each year would be $4,500.
I hope my answer helps you
This positioning reflects Pepsi’s careful targeting and marketing mix implementation
Explanation:
However, if you characterize your target market carefully and narrowly, your efforts will work more successfully.
Implementation of Marketing Marketing and action planning blend. There are links between the action plans and marketing mix. That is to say, the risk assessments contain a detailed description of the marketing plan, as well as its objectives and targets , mixed marketing activities, processes and measures of program assessment, budgetary factors and scheduling considerations, and quantitative evaluations.
Answer:
the interest payable is $210,000
Explanation:
The computation of the interest payable is shown below:
= Principal payments × rate of interest × no of months ÷ total no of months × time period
= $350,000 × 6% × 6 months ÷ 12 month × 20years
= $210,000
hence, the interest payable is $210,000
The same should be considered and relevant
Answer:
$200,000
Explanation:
Selling price per unit = $60.00
Contribution margin per unit = $45.00
Total fixed costs = $150,000
Tax rate = 30%
Contribution margin ratio = Contribution margin ÷ Selling price
= $45 ÷ $60
= 0.75
Hence,
Break-even point =Total Fixed costs ÷ Contribution margin ratio
= 150,000 ÷ 0.75
= $200,000
Answer:
PV = $27,263.15
It will be needed to deposit the lump sum of $27,263.15
Explanation:
The question is asking for how much will you need to deposit in a lump sum today to withdraw for seven years the sum of $5,600 with an interest rate of 10%
In other words it is asking us for the preset value of an annuity of $5,600 with interest of 10%
Using the present value of an annuity formula of $1 we can solve for the present value of that annuity, which is the amount needed to generate this annuity
We post our knows value and solve it:
PV = $27,263.15
