To know how much you'll have by the end of the 15th year, you need to calculate <span>the future value of an annuity as follows:
</span><span>the future value of an annuity = investment [( 1 + interest)^number of years -1)] / interest
</span>
Substituting with the givens, you can get the future value annuity as follows:
<span>the future value of an annuity = 3500 [(1+0.05)^15 -1)]/0.05
</span> = 75524.97 $
The correct choice is (b)
Answer:
Dr Work in Process 574,000
Dr Manufacturing Overhead 163,000
Cr Wages Payable 737,000
Explanation:
Preparation of the journal entry to record the direct and indirect labor costs incurred during the year
Based on the information given the appropriate journal entry to record the direct and indirect labor costs incurred during the year will be :
Dr Work in Process 574,000
Dr Manufacturing Overhead 163,000
Cr Wages Payable 737,000
(574,000+163,000)
(Being to record direct and indirect labor costs incurred )
Answer:
The correct answer is option e
e. Zero to $5,000
Explanation:
<em>Net Present Value (NPV) : This is one of the techniques available to evaluate the feasibility of an investment project. The NPV of a project is the difference between the present value of the cash inflows and the cash outflows of the project discounted at the required rate of return</em>
PV of cash inflows
= $15,600 × (1.15)^(-1) + ( $15,600× 1.15^(-2) + ($28,900 × 1.15^(-3) ($15,200 × 1.15^(-4)
=53,053.92
NPV =53,053.92-48,100
NPV =4,953.927
Answer:
$3,604
Explanation:
Calculation for what Smith's deferred income tax expense or benefit would be:
Using this formula
Deferred income tax expense =(favorable temporary difference-unfavorable temporary difference)*Tax rate
Let plug in the formula
Deferred income tax expense =($51,200-$40,600)*21%
Deferred income tax expense =$10,600*34%
Deferred income tax expense =$3,604
Therefore Smith's deferred income tax expense or benefit would be:$3,604
Answer:
brainstorming as a part of it’s decision making process
