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Semmy [17]
3 years ago
12

Which of the following statements is true if total fixed costs decrease while the sales price per unit and variable cost per uni

t remain​ constant? A. The contribution margin decreases. B. The contribution margin increases. C. The breakeven point increases. D. The breakeven point decreases.
Business
1 answer:
Trava [24]3 years ago
3 0

Answer:

D. The breakeven point decreases.

Explanation:

Breakeven point of a business is defined as the point where it's total cost and total revenues are equal, at this point there is no gain or loss. Hen revenue is above this point profit is made, and when revenue is below this point there is loss.

The formula for break-even is

Breakeven point= Total fixed cost/(Sales price per unit- Variable cost per unit)

Since sales price and variable cost is constant, let's say

(Sales price per unit- Variable cost per unit)= constant (k)

So when we cross-multiply in the formula

Breakeven* k= Total fixed cost

It shows that Breakeven point is directly proportional to Total fixed cost.

So a reduction in Total fixed cost will result in a reduction in Breakeven point.

You might be interested in
Let us suppose that a hospital wants to set their fees for an overnight stay such that the contribution margin on a hospital roo
Rainbow [258]

Answer: $756

Explanation:

Based on the information given in the question, the fee that should be charged to obtain a contribution margin of 18% will be:

Target fee = Variable cost/(1-Contribution Margin)

= $620/(1 - 18%)

= $620/(82%)

= $620/0.82

= $756

They should charge $756

3 0
3 years ago
Suppose the price of a tie rises from $45 to $55. using the midpoint method, what is the percentage change in price?
Vinvika [58]
<span>By midpoint formula, the percentage change in the price of a tie = {( $55 - $45) / [($45 + $55)/2]} * 100 = (10/50) * 100 = 20 percent</span>
4 0
3 years ago
Getty Company expects sales for the first three months of next year to be $200,000, $235,000, and $298,000, respectively. Getty
GarryVolchara [31]

Answer:

Getty’s cash receipts for the months of February: $225,900

Getty’s cash receipts for the months of March: $281,620

Explanation:

Cash sales:

In January = 35% x $200,000 = $70,000

In February = 35% x $235,000 = $82,250

In March = 35% x $298,000 = $104,300

Credit Sales:

In January = 65% x $200,000 = $130,000

In February = 65% x $235,000 = $152,750

In March = 65% x $298,000 = $193,700

Getty’s cash receipts for the months of February = Cash sales of February + 40% x Credit sales of January + 60% x Credit sales of February = $82,250 + 40% x $130,000 + 60% x $152,750 = $225,900

Getty’s cash receipts for the months of March = Cash sales of March + 40% x Credit sales of February + 60% x Credit sales of March = $104,300 + 40% x $152,750 + 60% x $193,700 = $281,620

8 0
3 years ago
Using the variable cost method, determine the selling price (rounded to the nearest dollar) for 30,000 units using the following
Brilliant_brown [7]

Answer:

c. $8

Explanation:

Calculation to determine the selling price

First step is to calculate the Markup percent

Markup percent= (90,000 + 150,000) / (30,000 x 15)

Markup percent = .533

Now let calculate the selling price

Selling price=533 x $15 per unit

Selling price= $8

Therefore the Selling price will be $8

7 0
3 years ago
Beginning Work in Process Inventory was 10,000 units that were 20% complete and 40,000 units started, with ending Work in Proces
lesya692 [45]

Answer:

Material EUP = 5000

Conversion Costs EUP = 51,200

Explanation:

Under weighted average method

Beginning Work in Process Inventory            10,000

Units Started                                                 <u>  = 40,000</u>

Units to account for                                           <u>50,000</u>

<em><u>In the Work In Process for Conversion Costs</u></em>

Beginning Work In Process (10,000*20 %)   = 2000 were complete

Work done on beginning inventory = 10,000- 2,000= 8,000

Units Started                                                   = 40,000

Add Ending Inventory (8000*40%)                 <u> 3200</u>

Units to account for =                                     <u>51,200</u>

5 0
3 years ago
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