Answer:
$31.68
Explanation:
The computation of the stock price is shown below:
= Dividend for year 1 ÷ (1 + required return)^number of years + Dividend for year 2 ÷ (1 + required return)^ number of years + Dividend for year 3 ÷ (1 + required return)^ number of years + Dividend for year 4 ÷ (1 + required return)^ number of years
= $5.30 ÷ (1 + 9.8%) + $9.40 ÷ (1 + 9.8%)^2 + $12.25 ÷ (1 + 9.8%)^3 + $14.25 ÷ (1 + 9.8%)^4
= 4.82695810564663 + 7.79692170895252 + 9.25399090557962 + 9.80404969365523
= 31.681920413834
= $31.68
Answer:
Iggy Wiggy T-shirts should order 6,829 units of T-shirt
Explanation:
Cost per T-shirt = $8.00
Selling Price per T-shirt = $25
Marginal Profit = 25 - 8 = $17
Marginal Loss when t-shirt is sold for $5 = $8 - $5 = $3
Mean = 6000 units
Standard deviation = 800 units
Using the News Vendor Model
Q = MP / MP + ML
Q = 17 / (17+3)
Q = 17 / 20
Q = 0.85
Using NORMINV in Ms excel
= NORMINV (probability, mean, standard deviation)
= NORMINV(0.85,6000,800)
= 6829.14 units
Thus, Iggy Wiggy T-shirts should order 6829 units of T-shirt.
A. Purchased $100 of supplies for cash. –$100 $0
B. Recorded an adjusting entry to record
use of $30 of the above supplies.
C. Made sales of $1,250, all on account. 1297 1164
D. Received $850 from customers in payment
of their accounts. 865 299
E. Purchased equipment for cash, $2,600. 2528 2229
F. Recorded depreciation of building for period
used, $650. 610 2839
Answer:
Item cash Net income
a Purchase of Supplies of cash -$100 -
b Adjusting entry for use of supplies - -$30
c Made sales on account - $1,250
Or
Made sales on account - $1,297
d Received cash from customer on acct $850 -
Or
Received cash from customer on acct $865 -
e Purchased equipment for cash -$2,600 -
Or
Purchased equipment for cash -$2,528 -
f Depreciation of building to be recorded - -$650
Or
Depreciation of building to be recorded - -$610
a. $146,250.
b. $33,750.
c. $67,500.
d. $180,000.
Answer:
Option (a) is correct.
Explanation:
Given that,
Net income = $600,000
Difference between fair value and carrying value = $112,500
70%-owned subsidiary of Pickle Corporation.
Non-controlling interest in net income:
= [Net income - Difference between fair value and carrying value] × 0.3
= [$600,000 - $112,500] × 0.3
= $487,500 × 0.3
= $146,250
Answer:
L. Lyons Company
Correct Journal Entry
Debit L.Lyons, Drawings $100
Credit Cash $100
To record the cash withdrawn by L. Lyons for personal use.
Explanation:
When the owner, L. Lyons, withdraws cash for personal use, it reduces the owner's equity interest in the business. Cash as an asset is also reduced by the same amount. Therefore, the double entry should be a debit to the Owner's Capital account (here represented by Drawings) and a credit to the Cash account.
L. Lyons withdrawal of $100 would be treated as an owner's draw, reflecting a decrease in the company's assets. A journal entry would debit the owner's draw account and credit the cash/bank account.
When L. Lyons withdrew $100 for personal use, this would have been treated as an owner's draw and should be reflected in the financial records of the business. A correct journal entry would involve debiting the owner's draw account and crediting the cash or bank account. Why? The money is going out of the business (hence a decrease in the company's assets), and it's going towards the owner, so it's an owner's draw. So, the journal entry would look as follows:
#SPJ3
What is the most Mira Mesa can pay for the synthetic material per unit (refrigerator) and meet its profitability goal?
Answer:
$126
Explanation:
We can calculate the amount Mira can pay for the synthetic material per unit (refrigerator) and meet its profitability goal by deducting the estimated profit and then all the cost from the selling price per unit.
Selling price per unit $260
Less
estimated return (260x30%) = ($78)
Labor costs ($32)
Overhead costs ($24)
Material $126
Amount Mira can pay for Synthetic material per unit is $126
Answer:
Break-even point in units= 2,000
Explanation:
Giving the following information:
Fixed costs= $6,000
Selling price= $6 each
Unitary variable cost= $3
To calculate the break-even point in units, we need to use the following formula:
Break-even point in units= fixed costs/ contribution margin per unit
Break-even point in units= 6,000 / 3
Break-even point in units= 2,000