Etxuck327 Inc. sells a particular textbook for $39. Variable expenses are $28 per book. At the current volume of 49,000 books sold per year the company is just breaking even. Given these data, the annual fixed expenses associated with the textbook total:

Answers

Answer 1

Answer:

539,000.00  

Explanation:

As per the contribution margin analysis concept, the break-even point is obtained by dividing fixed cost by contribution margin per unit.

For Etuck327,

The selling price is $39

Variable expense is $28

Break-even in units is 49,000 books.

Contribution margin per unit = selling price - variable costs

=$39- $28

=$11

if Break-even = fixed cost/ contribution margin per unit, then

49,000= fixed cost / 11

fixed costs = 11 x 49000

Fixed costs = 539,000.00    

                   


Related Questions

Nutritional Foods reports merchandise inventory at the​ lower-of-cost-or-market. Prior to releasing its financial statements for the year ended August ​31, 2019​, Nutritional's preliminary income​ statement, before the​ year-end adjustments, appears as​ follows:

NUTRITIONAL FOODS
Income Statement (Partial)
Year Ended March 31, 2017
Sales Revenue ........ $117,000
Cost of Goods Sold ..... 45,000
Gross Profit ........ $72,000

Nutritional has determined that the current replacement cost of ending merchandise inventory is $17,000. Cost is $19,000.

Required:
a. Journalize the adjusting entry for merchandise​ inventory, if any is required.
b. Prepare a revised partial income statement to show how Nutritional Foods should report sales, cost of goods sold, and gross profit.

Answers

Answer:

a) since the cost of ending inventory is higher than the replacement value, then ending inventory must decrease, which will result in higher COGS. The adjusting journal entry is:

March 31, 2017, inventory adjustment

Dr Cost of goods sold 2,000

    Cr Merchandise inventory 2,000

b) revised income statement

NUTRITIONAL FOODS

Income Statement (Partial)

Year Ended March 31, 2017

Sales Revenue ........ $117,000

Cost of Goods Sold ..... $47,000

Gross Profit ........ $70,000

CAM charges for retail leases in a shopping mall must be calculated. The retail mall consists of a total area of 2.8 million square feet, of which 800,000 square feet has been leased to anchor tenants that have agreed to pay $2 per rentable square foot in CAM charges. In-line tenants occupy 1.3 million square feet, and the remainder is a common area, which the landlord believeswill require $8 per square foot to maintain and operate each year. If the owner is to cover total CAM charges, how much will in-line tenants have to pay per square foot?

Answers

Answer:

$3.08 per square foot

Explanation:

Calculation for how much will in-line tenants have to pay per square foot

First step is to find the common area

Common area = 2,800,000−800,000−1,300,000 Common area= 700,000

Second step is to find Common area operating costs

Common area operating costs = 700,000×8

Common area operating costs= $5.6 million

Third step is to find the Operating costs charged to in-line tenants

Operating costs charged to in-line tenants = 5,600,000−800,000×2

Operating costs charged to in-line tenants = 4,000,000

Last step is to calculate the In-line CAM charges using this formula

In-line CAM charges=Operating costs charged to in-line tenants -In-line tenants square feet

Let plug in the formula

In-line CAM charges = 4,000,000 ÷ 1,300,000

In-line CAM charges= $3.08

Therefore the amount that in-line tenants have to pay per square foot will be $3.08 per square foot.

A deposit of $10,000 is made a year from now, a second deposit of $10,000 is made at the end of the year 5, and a deposit of $3000 is made at the end of year 8. The account earns 6% interest. You want to withdraw an equal amount, X at the end of each year for the next 10 years. What is the amount of X if the goal is to empty the account

Answers

Answer:

$4068.77

Explanation:

We calculate the Future value of all the three deposits at the end of year 8

FV = CF1 *(1+r)^8-1 + CF5*(1+r)^8-5 + CF8 * (1+r)^8-8

FV = 10000 *(1+0.06)^7 + 10000*(1+0.06)^3 + 3000 * (1+0.06)^0

FV = 15,036.30 + 11,910.16 + 3,000

FV= $29,946.46

We have to calculate the annuity payments that have a Present value = $29,946.46

PV = PMT * 1-(1+r)^-n / r

PV = 29,946.46, PMT= ?, r = 6%, n = 10

29,946.46 = PMT * 1-(1+0.06)^-10 / 0.06

29,946.46 = PMT * 1 - 1.06^-10 / 0.06

29,946.46 = PMT * 1 - 0.558395 / 0.06

29,946.46 = PMT * 0.441605 / 0.06

29,946.46 = PMT * 7.36008

PMT = 29,946.46/7.36008

PMT = 4068.768274257889

PMT = $4068.77

Thus, amount of X is $4068.77 if the goal is to empty the account.

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