Answer:
Cost behavior refers to the relationship between total costs and activity level. Based on behavior, costs are categorized as either fixed, variable or mixed. Fixed costs are constant regardless of activity level, variable costs change proportionately with output and mixed costs are a combination of both.
Fixed Costs
Fixed costs are those which do not change with the level of activity within the relevant range. These costs will be incurred even if no units are produced. For example rent expense, straight-line depreciation expense, etc.
Fixed cost per unit decreases with increase in production. Following example explains this fact:
Total Fixed Cost | $30,000 | $30,000 | $30,000 |
÷ Units Produced | 5,000 | 10,000 | 15,000 |
Fixed Cost per Unit | $6.00 | $3.00 | $2.00 |
Variable Costs
Variable costs change in direct proportion to the level of production. This means that total variable cost increase when more units are produced and decreases when less units are produced. Average variable cost i.e. variable cost per unit is constant . For example
Total Variable Cost | $10,000 | $20,000 | $30,000 |
÷ Units Produced | 5,000 | 10,000 | 15,000 |
Variable Cost per Unit | $2.00 | $2.00 | $2.00 |
Mixed Costs
Mixed costs or semi-variable costs have properties of both fixed and variable costs due to the presence of both variable and fixed components in them. An example of mixed cost is telephone expense because it usually consists of a fixed component such as line rent and fixed subscription charges as well as variable cost charged per minute cost. Another mixed cost example is delivery cost which has a fixed component of depreciation cost of trucks and a variable component of fuel expense.
Since mixed cost figures are not useful in their raw form, therefore they are split into their fixed and variable components by using cost behavior analysis techniques such as High-Low Method, Scatter Graph Method and Regression Analysis.
The following table shows a comparison of different costs classifications based on behavior:
Category | Fixed Costs | Variable Costs | Mixed Costs |
---|---|---|---|
Total cost | Constant | Changes proportionately with output | Change with output but not proportionately |
Cost per unit | Decreases with increase in output | Constant | Decreases with increase in output but less than the decrease in fixed cost per unit |
Examples | Plant depreciation, property taxes | Fuel expense, wages, raw materials | Telecommunication costs, senior management salaries, transportation cost |
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Please answer the following question and any explanation necessary along with they formulas. #5 Define Variable,...
Please answer the following question and any explanation
necessary.
Assignment #4 #1 The phone bill for a Consulting Firm is a mixed cost. The costs for a four month period are shown below: Minutes Total Bill Jan 600 $6,600 550 $5,575 400 $5,000 Apr 450 $5,425 Using the High-Low Method, calculate variable cost per minute and the fixed portion of the total cost.
2. Read 20.3 and then answer the following question. Starting with 3-phenylpropanal along with any necessary inorganic reagent show how you could prepare the following compound:
2 Read 20.3 and then answer the following question. Starting with 3-phenylpropanal along with any necessary inorganic reagent show how you could prepare the following compound: но
Please define two of the following terms and give an example of the relationship between the two terms you've chosen: Unit Contribution Margin, Break Even Sales, Break Even Units, Fixed Costs, Variable Costs, Mixed Costs
PLEASE PROVIDE FORMULAS USED IN THIS QUESTION
3. (6 points) Two marbles are drawn at random with replacement from a box containing 2 red, 3 green, and 4 blue marbles. Let's define the following events: A= {two red marbles are drawn}, B = {two green marbles are drawn), C = {two blue marbles are drawn}, D= {two marbles of the same color are drawn} Find each of the following probabilities: P(A), P(B), P(C), P(D), and P(A|D). -1-
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3. Which of the following aqueous solutions would NOT form a precipitate when added to a solution of silver nitrate (AgNO,)? Naci 6. NaBr C. Nal Na,SO NaOH
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Recall that If X is a continuous random variable with density f(x)= , 0, Otherwise find EX.
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(c) y -6x32 4. Show that y(x) - Ae is a solution to the equation y' 5. Show that y- sin 2t satisfies for any value of A. = d2
(c) y -6x32 4. Show that y(x) - Ae is a solution to the equation y' 5. Show that y- sin 2t satisfies for any value of A....
Directions: Show all work, and answer each question that is asked. Define all variables. Explanations should be given in complete sentences. Any graphs should be drawn accurately on graph paper, and axes need to be fully labeled, units accurately scaled, asymptotes drawn in and at least 5 points including x- and y-intercepts clearly labeled. ALL ANSWERS MUST BE JUSTIFIED with work, or a table, or explanations, etc. on how numbers were derived. DO NOT USE LOGARITHMS Phillip wants to have...
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4. .The following table shows predicted product demand using your particular forecasting method along with the actual demand that occurred: FORECAST AcTUAL 1,500 1,550 400500 1,700 1.750 1,800 1,600 1,650 1,700 a. Compute the tracking signal using the mean absolute deviation and running sum of forecast errors. Discuss whether your forecasting method is giving good predictions. b.