Answer:
$58,600
Explanation:
Calculation for what Healey Company's direct materials used for the year is:
Using this formula
Direct materials used for the year=Beginning Raw Materials + Raw Materials Purchased - Ending Raw Materials
Let plug in the formula
Direct materials used for the year = $15,200 + $60,000 - $16,600
Direct materials used for the year= $58,600
Therefore Healey Company's direct materials used for the year is:$58,600
<span>To calculate the cost of goods sold we use the following formula:
beginning inventory + the cost of goods purchased or manufactured = cost of goods available ending inventory.
Since there was no beginning balance in inventory account and all goods were sold we can assume that cost of goods = total costs for the period.
Adding up all costs for the period comes to $173,000.</span>
Answer:
See the explanation below.
Explanation:
The court likely to rule in favor of Ewing.
The reason is that the enough consideration that gives backing to a promise in this case is generally the waiver of a legal right to eat to obesity as requested by the other party.
The evidence that Ewing has lost 154 pounds in weight over the stipulated period is a consideration that sufficient enough under the law. The payment of $10 pound that Ewing has lost is a promise. The fact that Ewing also benefit from the weight loss does not matter.
Answer:
Explanation:
The journal entries are shown below:
1. Cash A/c Dr $24,000 (600 shares × $40)
To Common Stock $600 (600 shares × $1)
To Additional Paid-in Capital in excess of par - Common Stock $23,400
(Being the issuance of stock is recorded and the remaining balance is credited to the additional paid-in capital account)
2. Cash A/c Dr $4,400 (100 shares × $44)
To Common Stock $100 (100 shares × $1)
To Additional Paid-in Capital in excess of par - Common Stock $4,300
(Being the issuance of stock is recorded and the remaining balance is credited to the additional paid-in capital account)
Answer:
X=97.24
Explanation:
PV = Present Value = X+2000 by the 16th years
PMT = Payments = $100
FV = Future Value = 2000 at the end of 16 years
n= number of years
Applying the equation of future value for annuity
FV = pmt* ((1+r)ⁿ - 1
)/r
Inputting the values;
2000=100*((1+r)¹⁶-1)/r
Solving for r, gives r = 2.9%
Therefore using the formula for PV for annuity;
PV=PMT*(1-(1/1+r)/r)
X=100*(1-(1/1.029)/0.029
X=100*((1-0.9718)/0.029)
X=100*(0.0282/0.029)
X=97.24
