The fixed cost is $15000
<u>Explanation:</u>
Given:
Break even point = 3000 units
Each unit = $5 → (Price - variable cost = $5)
Fixed cost, x = ?
We know,
Break even point = fixed cost / (Price - Variable cost)
On substituting the values:
Thus, the fixed cost is $15000
Answer: Perfect competition
Explanation:
The market structure for a small scale corn farmer is perfect competition. The characteristics of perfect competition include:
1. Large Number of Sellers and Buyers: In a perfect competition, there are large number of buyers and sellers in the market. Producers are price takers and the seller cannot influence the price. There are numerous people on the market that sells corn and no seller can influence price.
2. Homogenous Products: The products are identical. Corn looks thesame and cannot be differentiated.
3. Perfect information. There is perfect information about the prices of products and other necessary information regarding the products. There's a perfect information regarding the corns that are sold.
(4) Free entry and exit: There's free entry and exit as new sellers are free to come into the market. There's no obstacle in the market.
Answer:
c. $229
Explanation:
To compute the total absorption cost per unit we do the following,
Absorption of fixed costs = Fixed costs / units produced
Absorption cost = 200,000 / 4000 = $50/unit
Total cost of each individual unit = 99 + 55 + 25 + 50 = $229
This includes direct material, direct labor, manufacturing overhead and the fixed absorption cost.
With absorption costing we take all the goods produced in a period as denominator for the Fixed costs.
Hope that helps.
Answer:
a. The Geometric average return is 1.72%
b. The Arithmetic average return is 1.75%
c. The Dollar weighted average return is 2.61%
Explanation:
a) In order to calculate the time-weighted geometric average return we would have to calculate first the Holding period return as follows:
Holding period return = (200 - 190) / 190 = 5.263%
Hence, Geometric average return = (1 + .05263)^(1/3) - 1 = 1.72%
b) To calculate time-weighted arithmetic average return we have to make the following calculation:
Arithmetic average return = 5.263% / 3 = 1.75%
c) To calculate time-weighted arithmetic average return we would have to make the following calculation:
Dollar weighted average return=-190*3 + 200/(1+r) + 200/(1+r)^2 + 200 / (1+r)^3 = 0
= 2.61%
