Answer:
$83.4
Explanation:
Under FUTA, only the first $7000 earning per year will be taxed. Any amounts above $7000 will be tax-exempt.
For Michael, the tax will be calculated as follows.
for the$11200 earned in Dawson company
=0.6% x $7000
=0.06/100 x 7000
=0.006 x 7000
=$42
Amount earned working at McBribe
=0.06% x 6900
=0.006 x $6900
=$41.4
Total to be paid by the two companies
=$42 + $ 41.4
=$83.4
Answer
I would stop playing and leave with the $10000 free of tax
Explanation
The truth in such games is that they are not designed to be exactly 50/50. There are possibilities for outcomes that will tie or loose. Furthermore, a game that is really 50/50, the house will deduct some commission. These games always have a room for the house advantage, thus for me, I will just go with $10000 fortune!
Answer:
- $25.50
- 90,000 units
- 140,000 units
Explanation:
1. Current contribution margin ratio
= (Selling price - Variable cost)/ Selling price
= (25 - 19.8) / 25
= 0.208
New Direct labor = 5.0 * ( 1 + 8%)
= $5.40
New variable cost = 19.8 + 0.4 = $20.20
To maintain 0.208
0.208 = (Selling price - 20.20) / Selling price
0.208 * Price = Price - 20.20
0.208Price - Price = -20.20
-0.792Price = -20.20
Price = -20.20/-0.792
Price = $25.50
2. Breakeven = Fixed Cost / Contribution Margin
Contribution Margin = Selling price - Variable cost
= 25 - 19.8
= $5.20
= 468,000/5.2
= 90,000 units
3. To earn $260,000;
= (Fixed Cost + 260,000) / Contribution margin
= (468,000 + 260,000) /5.2
= 140,000 units
Answer: 189400
Explanation:
The dollar amount of sales that must be made to produce the target income would be:
= (Fixed costs + Target profit) / Contribution margin ratio
= (80000 + 14700) / 50%
= 94700 / 50%
= 94700 / 0.5
= 189,400
Answer:
1,212,723 shares
Explanation:
Given that,
Value of issuing preferred stock = $33,000,000
Discount rate = 11.87%
Dividend paid = $3.23
Price of preferred stock:
= Annual dividend ÷ discount rate
= $3.23 ÷ 0.1187
= $27.2115
Shares will they need to issue:
= Value of issuing preferred stock ÷ Price of preferred stock
= $33,000,000 ÷ $27.2115
= 1,212,723
