Answer:
The balance in stockholders' equity at the end of year 2 is $31,000
Explanation:
For computing the balance in stockholder equity at the end of year 2, first, we have to compute the balance for year 1 which is shown below:
Year 1 equity balance = Issue of stock + Net income
= $20,000 + $5,000
= $25,000
Now, year 2 balance would equal to
= Year 1 balance + Net income - Dividend paid
= $25,000 + $10,000 - $4,000
= $31,000
Hence, the balance in stockholders' equity at the end of year 2 is $31,000
Answer: $412,292
Explanation:
First compute Overhead Absorption Rate = Budgeted Overhead divided by Budgeted Activity Level
In this question the activity level is Direct Labour Hours (DLH) which is the basis for allocating overhead.
budgeted factory overhead for the year at $453,120, and budgeted direct labor hours for the year are 384,000.
$453,120 divided by 384,000 DLH =$1.18
Overheard to be allocated for May is OAR * Actual Activity level
$1.18*349400= $412,292
This is the amount to be allocated to may
<span>A
global marketing strategy refers to a marketing strategy used by a firm or a
company to be able to compete worldwide. This is used to promote or market its
products or services worldwide. This strategy is taken in response to the
different international trading aspects and global market conditions. </span>
Answer:
the labor rate variance and labor efficiency variance is $2,000 favorable and $3,500 unfavorable
Explanation:
The computation of the labor rate variance and labor efficiency variance is given below;
For Labor rate variance
= $12,000 - (2000 × 7)
= $2000 F
And, the Labor efficiency variance is
= 7 × (2000 - 3000 × 0.5)
= $3500 U
Hence, the labor rate variance and labor efficiency variance is $2,000 favorable and $3,500 unfavorable
Back when interest rates were high, I had just one account. I had a money-market checking account that offered good interest rates and unlimited check writing. But those days are long gone.
I want as high an interest rate as I can get for my savings. In order to get those rates, I am using a money-market savings account. All such accounts I’ve seen restrict the number of transactions I can make in a month. I need to be able to pay bills, no matter how many of them there are — and I never ever want to pay fees for excess transactions!
So I have a separate checking account. It pays less than half the interest rate of my savings account, but I can make as many transactions as I want. The bank offers a bill pay application that I use for most payments, and I can write as many checks as I want to. I can transfer money between the accounts quickly.
