The Garden company sells a product for $50 per unit. Variable costs are $40 per unit. 50 % of the contribution margin per unit, in total, and as a ratio.
Selling price per unit - Variable cost per unit = Contribution margin per unit
50 - 25 = $ 25
Sales - Variable cost = Contribution margin
( 610 * 50 ) - ( 610 * 25 ) = $ 15250
Contribution margin / Sales = Contribution margin ratio
15250 / 30500 = 50%.
Variable costs are directly related to the cost of producing goods and services, whereas fixed costs do not change with the level of production. Variable costs are commonly referred to as COGS, but fixed costs are not usually included in COGS. Fluctuations in sales and production levels can affect variable costs when factors such as sales commissions are included in the unit price of production. On the other hand, fixed costs still have to be paid, even if production slows down significantly.
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Quantity supplied equals to quantity demanded.
Answer:
for mutual benefits
Explanation:
A joint venture is a business arrangement made between two parties that agree to come together and unite all of their resources in order to accomplish a specific common goal. Joint ventures are usually formed for mutual benefits, both companies involved benefit greatly from reaching the end-goal that they are working towards, but which neither company could do it without the other's resources.
Answer:
Attached are causes of arguments between or among parties
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Answer: The Break-Even Point will reduce from $4,285.71 to $4,125
Explanation:
To get the Break-Even Point we can divide Fixed Assets by the Contribution margin.
The Contribution Margin is the Selling Price minus the Variable Cost.
For Scenario 1 the Break-Even Point will be,
= 15,000 / ( 6 - 2.50)
= $4,285.71
For Scenario 2 the Break-Even Point is,
= 16,500 / 6.5 -2.5
= $4,125
The Break-Even Point for Scenario 2 means that even though the higher Fixed Costs could have led to a higher Break-Even Point, the higher price contributed more than the fixed costs did and led to an ultimately lower Break-Even Point than the first Scenario.
