Answer:
b. $5m
Explanation:
If we purchase another company for $50m and the company you purchase has assets with a fair value of $75m and liabilities with a fair value of $30m. The amount of goodwill we should record in this transaction is: $5m
Goodwill upon acquisition of companies is derived by subtracting the fair value of NET ASSETS from the TOTAL CONSIDERATION (i.e the price paid to acquire the company)
In the scenario, the value of Net Assets is the value of the fairvalue of the assets less the fair value of the liabilities which is $75 - $30 = $45
While the Total Consideration = $50
Therefore Goodwill = $50m - $45m = $5m
The original price of the machine is $2,600 but it has a depreciation value now of $1,200.
*original price - depreciation value = machine's existing value*
$2,600 - $1,200 = $1,400
However, they've sold the machine for $2,200 instead of 1,400 (which is supposedly the existing price). So, they've gain $800 ($2,200 deducted by $1,400) out from this transaction.
Answer:
D. Decrease by $700,000.
Explanation:
The computation of the effect on the total stockholder equity is as follows
Given that
Number of shares is 20,000
Per share $35 recorded at a cost
Own shares at par is $20
As we know that if we purchased our own stock so it would be called as a treasury stock and the same is to be deducted from the shareholder equity as it is a contra equity account that reduce the equity balance
Now the effect would be
= 20,000 shares × $35
= $700,000
Hence, it is decreased by $700,000
Explanation:
Yes it is true that the advertisements during the children's program are responsible for increasing the craving of children for junk food which contains high calorie, high fat, high sugar and and low nutritional values.
These negative food habits are causing the obesity in the young children in the United States. The USDA has updated its "MyPlate" in 2011 to give information about the right food habits which are good for nutritional value to the U.S citizens.
Answer:
Monthly car loan payment = $414 (Approx.)
Explanation:
Missing information;
Amount borrow = $29,000
NUmber of payment = 7 year x 12 = 84
Rate = 5.3% yearly = 0.053 / 12 monthly
Find:
Monthly car loan payment
Computation:
PV = $29,000
N = 84
r = 0.053/12
FV = 0
PV = (PMT/r)[1 – 1/(1 + r)ⁿ] + FV/(1 + r)ⁿ
29,000 = [PMT/(0.053/12)][1 – 1/(1 + 0.053/12)^84] + 0
PMT = 413.98
Monthly car loan payment = $414 (Approx.)