Answer:
0.76%
Explanation:
Firstly we write out the production function to be
Y = K^0.34L^0.42.
So if we have inputs that are increased by 1%, we will now have a new production function which is
Y = (K + 0.01 of K)^0.34 (L + 0.01 of L)^0.42
We write this in terms of growth rate
The Growth rate of Y = 0.34 x the growth rate of K + 0.42 x the growth rate of L
This gives us the Growth rate of Y = 0.34 x 1% + 0.42 x 1%
= 0.34+0.42
= 0.76%
Answer: $42
Explanation:
Value can be found using the Gordon Growth model;
= (Current dividend * (1 + Growth rate)) / ( required return - growth rate)
Growth rate = Retention ratio * Return on equity
= 40% * 30%
= 12%
Value = (1.50 * 1.12)/ ( 16% - 12%)
= $42
Answer and Explanation:
When there is price fixing between two competitors, if one competitor chooses to fix the price it should not exceed competutors marginal cost and should be above his marginal cost.
Since the price fixing of $10 will be fined then the ideal price to maximize the profit would be below the competitors price $ and above his marginal cost $.
The ideak price to maximize profits would be (competitors price $ + his marginal cost $)/2, This price would be above his marginal cost and below competitors price.
The cost of the room in dollars is obtained by multiplying the given value with the conversion. This is shown below,
(€ 75) x ($1.298 / <span>€1)
The numerical value of the operation above is $97.35. Therefore, the answer is letter C. $97.35. </span>
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