In cost accounting, the high-low method is a way of attempting to separate out fixed and variable costs given a limited amount of data. The high-low method involves taking the highest level of activity and the lowest level of activity and comparing the total costs at each level. If the variable cost is a fixed charge per unit and fixed costs remain the same, it is possible to determine the fixed and variable costs by solving the system of equations.
1. Calculate variable cost per unit using the identified high and low activity levels
Variable cost = (Total cost of high activity – Total cost of low activity) / (Highest activity unit – Lowest activity unit)
((112,000 X .167) - (168,000 X .132)) / (168,000-112,000) = variable costs
2. Solve for fixed costs
To calculate the total fixed costs, plug either the high or low cost and the variable cost into the total cost formula.
It doesn't appear that you have enough information to answer this section. You need to know total cost to be able to answer this.
Total cost = (Variable cost per unit x units produced) + Total fixed cost
3. Construct total cost equation based on high-low calculations
Answer:
A) Outdoor advertising
Explanation:
Outdoor advertising are kind of advertisement that publisize the product of organization. It should be noted that Outdoor advertising refers to billboards along streets and highways, as well as posters in other public locations.
Answer: equilibrium price is $30
Explanation: price decreased steadily at $10 and demand increased by $40(the lower the price the higher the demand) while supply decreased by $60(the lower the price the lower the supply) From the table equilibrium price equal $30 where demand equal supply at 220 units.
Answer:
She failed to properly assess her risk of storm damage.
Explanation: Edge 2021
Answer:
Portfolio return = 0.035 or 3.5%
Explanation:
The portfolio return is a function of the weighted average of individual stocks' returns that form up the portfolio. The formula to calculate the portfolio return is as follows,
Portfolio return = wA * rA + wB * rB + ... + wN * rN
Where,
- w represents the weight of each stock in the portfolio
- r represents the return of each stock
First we need to calculate the investment of each stock,
Abbott = 200 * 50 = $10000
Lowes = 200 * 30 = $6000
Ball = 100 * 40 = $4000
Portfolio return = (10000 / 20000) * -0.10 + (6000/20000) * 0.20 +
(4000/20000) * 0.125
Portfolio return = 0.035 or 3.5%
