Answer:
The advertising spend would reduce income taxes by $2.8 million
Explanation:
The advertising expense since it is allowable expense from profits made in the year would reduce income taxes next year by $2.8 million ($8 million *35%)
This means that because of its tax deductibility,it would make a business sense to incur the advertising cost of $8 million coupled with the fact the it has the potential to increase sales revenue over and above the current level of $280 million
Answer:
A. 16,200
B. 11,940
Explanation:
Computation for the equivalent units of production for (a) materials and (b) conversion costs for the month of November.
A. Equivalent units of production for materials Materials
Total equivalent units= 9100 + (7100*100%)
Total equivalent units= 9100+7100
Total equivalent units= 16,200
B.Equivalent units of production for conversion costs
Total equivalent units= 9100+ (7100*40%)
Total equivalent units=9100+2840
Total equivalent units= 11,940
Therefore the equivalent units of production for (a) materials is 16,200 and (b) conversion costs for the month of November is 11,940
Answer:
a, Journal Entries to record transactions
Account Titles Debit Credit
Cash $5,412.36
Cash Short and Over $0.71
($5,413.07 - $5,412.36)
Sales $5,413.07
The actual cash in cash register is debited to cash account and cash receipts per cash register tally is credited to sales account and the balancing figure is debited or credited to Cash short and over account.
b. Journal Entries to record transactions
Account Titles Debit Credit
Cash $3,712.95
Cash Short and Over $0.79
(3,712.95 - 3,712.16)
Sales $3,712.16
Answer:
$3.10 per litre
Explanation:
Riverbed will agree to buy the additional cranberries for at most $3.10 per litre since this is their normal selling price. They can buy at this price and accept to not make profit since they are out to satisfy customers now and are not necessarily looking to make profit.
Therefore cost of purchase of extra cranberries would equal selling price at maximum
Answer:
The stock current intrinsic value is: $39,46
Explanation:
We solve using the gordon model for dividend growth to valuate the price of the stock:
d0 = 2.50
d1 = 2.50 x 1.03 = 2.575
Value: 42,91666666666667
This value is three years therefore, we need to discount:
Maturity $42.9167
time 3.00
rate 0.09000
33.1395
We also have to calcualtethe present value of the first, second and third year dividends
discount rate 0.09
# Cashflow Discounted
1 2.5 2.29
2 2.5 2.1
3 2.5 1.93
PV 6.32
We ad this to the PV of the infinite future dividends growing at 3%
6.32 + 33.1395 = 39,4595
