Answer:
842,000 shares
Explanation:
Please the solution to the given problem in the file attached below
It can be deduced that the number of blankets that must be sold in order for the company to achieve the target profit is 40000.
<h3>How to calculate the target profit</h3>
From the information, Blissful Blankets' target profit is $520,000 and each blanket has a contribution margin of $21. Fixed costs are $320,000.
Therefore, the number of blankets that must be sold to achieve the target profit will be:
= (520000+320000)/21
= 40000
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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:
The interest rate is 7.83%
Explanation:
The winner price in the year 1895 = $190
The winner price in the year 2014 = $1490000
Time duration between, 2014 – 1895 = 119 years
Now we have to find the interest rate at which the winner price has been increased. Thus, use the below formula to find the interest rate.
Future value = present value (1+ r)^n
Future value = $1490000
Present value = $190
n = 119
Now insert the values in the formula.
1490000 = 190(1 + r)^119
1490000 / 190 = (1+r)^119
r = 0.07826 or 7.83%
Answer:
the contribution made to the production of 200 autos and 200 trucks is $9,000,000
Explanation:
The computation of the contribution made to the production of 200 autos and 200 trucks is shown below
Contribution to GDP is
= $30,000 × 200 + $15,000 × 200
= $6,000,000 + $3,000,000
= $9,000,000
Hence, the contribution made to the production of 200 autos and 200 trucks is $9,000,000
