Questions
How much would be the sellers share of the revenue stamps?

Closing Statement Problem Answer the following questions based upon the information provided herein. Assume you negotiated the sale as a real estate broker and are entitled to a six percent commission The offer and acceptance contract calls for a sales price of $200,000. The buyer has tendered $2,000 for earnest money. The buyer has received loan approval on an 80% loan to value ratio loan. The property is presently encumbered with an existing mortgage with a balance of $130,789.56. The interest on the loan has been paid through May 31, 2017. The interest rate on the mortgage is 4.5%. Closing date is to be June 20,2017. All prorations are based on a 360 day year and 30 day month. The 2016 taxes have not been paid and the 2017 taxes are to be prorated based on the 2016 taxes which were 52.5 mills on an assessed valuation of $40,000. A homeowners insurance policy costing $1,200 for a one year period will be purchased by the buyer and paid at closing. The owners title insurance costing $850, a deed preparation fee of $60.00, and a termite policy costing $500.00 are to be paid by the seller. Title insurance costing $950, a credit report costing $60, and an appraisal fee of $450 will be paid by the buyer. The buyer's loan fees include a 1 point origination fee and $800 of additional costs. In addition, the following documents will be recorded: 1-page deed, 15-page mortgage, and a 1-page release deed. The broker's fee is payable at closing and revenue stamps at the usual rate must be paid by the seller and buyer. The closing fee of $500 will be split 50/50 between the buyer and seller.


How much would be the sellers share of the revenue stamps?

how much is the total real estate commission paid by the seller?

In: Accounting

Develop a list of revenue streams for a NASCAR racing team.

Develop a list of revenue streams for a NASCAR racing team.

In: Finance

In order for revenue to be recognized, it must be both _______________________ and ________________________. Net sales...

  1. In order for revenue to be recognized, it must be both _______________________ and ________________________.

  1. Net sales less cost of goods sold equals ____________________________________.

  1. Another term for income from operations is called ____________________________, and is calculated by taking gross profit less operating expenses.

  1. Gross sales less sales discounts and sales returns & allowances are called ___________________________, and represent the revenues resulting from selling a product or service.

  1. The most significant expense for most manufacturing companies and merchandising companies is called ___________________________________.

  1. The calculation for gross margin (profit) ratio is ________________________________.

  1. Expenses, other than cost of goods sold, that are incurred in the day-to-day activities of the entity are called ___________________________________.

  1. _______________________ is the excess of revenues & gains over expenses & losses.

  1. FOB _______________________ means title passes from seller to buyer when the merchandise being shipped arrives at its destination.

  1. FOB _______________________ means title passes from seller to buyer when the merchandise being shipped leaves the seller’s premises.

In: Accounting

The value of a sports franchise is directly related to the amount of revenue that a...

The value of a sports franchise is directly related to the amount of revenue that a franchise can generate. The file here represents the value in 2013 (in $millions) and the annual revenue (in $millions) for the 30 Major League Baseball franchises. (Data extracted from www.forbes.com/mlb-valuations/list.) Suppose you want to develop a simple linear regression model to predict franchise value based on annual revenue generated. What are the values for (1) the proportion of variation in value of a sports franchise that is explained by annual revenue , (2) the sum of squares Y , (3) the sum of squares predicted , (4) the sum of squares error , (5) the intercept A , (6) the slope b , (7) the predicted value of a sports franchise (in $millions) that generates $300 millions of annual revenue , and (8) the standard error of estimate ?

Team Revenue Value
Baltimore 206 618
Boston 336 1312
Chicago White Sox 216 692
Cleveland 186 559
Detroit 238 643
Kansas City 169 457
Los Angeles Angels 239 718
Minnesota 214 578
New York Yankees 471 2300
Oakland 173 468
Seattle 215 644
Tampa Bay 167 451
Texas 239 764
Toronto 203 568
Arizona 195 584
Atlanta 225 629
Chicago Cubs 274 1000
Cincinnati 202 546
Colorado 199 537
Houston 196 626
Los Angeles Dodgers 245 1615
Miami 195 520
Milwaukee 201 562
New York Mets 232 811
Philadelphia 279 893
Pittsburgh 178 479
St. Louis 236 716
San Diego 189 600
San Francisco 262 786
Washington 225 631

In: Statistics and Probability

The value of a sports franchise is directly related to the amount of revenue that a...

The value of a sports franchise is directly related to the amount of revenue that a franchise can generate. The file here represents the value in 2013 (in $millions) and the annual revenue (in $millions) for the 30 Major League Baseball franchises. (Data extracted from www.forbes.com/mlb-valuations/list.) Suppose you want to develop a simple linear regression model to predict franchise value based on annual revenue generated. What are the values for (1) the proportion of variation in value of a sports franchise that is explained by annual revenue , (2) the sum of squares Y , (3) the sum of squares predicted , (4) the sum of squares error , (5) the intercept A , (6) the slope b , (7) the predicted value of a sports franchise (in $millions) that generates $300 millions of annual revenue , and (8) the standard error of estimate ?

Team Revenue Value
Baltimore 206 618
Boston 336 1312
Chicago White Sox 216 692
Cleveland 186 559
Detroit 238 643
Kansas City 169 457
Los Angeles Angels 239 718
Minnesota 214 578
New York Yankees 471 2300
Oakland 173 468
Seattle 215 644
Tampa Bay 167 451
Texas 239 764
Toronto 203 568
Arizona 195 584
Atlanta 225 629
Chicago Cubs 274 1000
Cincinnati 202 546
Colorado 199 537
Houston 196 626
Los Angeles Dodgers 245 1615
Miami 195 520
Milwaukee 201 562
New York Mets 232 811
Philadelphia 279 893
Pittsburgh 178 479
St. Louis 236 716
San Diego 189 600
San Francisco 262 786
Washington 225 631

In: Statistics and Probability

What are the economic drivers for revenue and profitability of a hospital, and what are the...

What are the economic drivers for revenue and profitability of a hospital, and what are the potential strategies to maximize profits and returns on investment??

In: Economics

Identify each of the following as an asset, a liability, a revenue, an expense, or a...

Identify each of the following as an asset, a liability, a revenue, an expense, or a net asset (unrestricted, temporarily restricted, or permanently restricted):

1.The land on which the nonprofit is located and which it owns

2.Salaries owed to employees

3.A $100,000 grant to be paid next year for a specific purpose by a foundation

4.Government bonds owned by the nonprofit

5.Prepaid insurance expenses

6.A fifteen-year mortgage on the organization's building

7.Salaries paid to employees

8.Supplies in the closet

9.A bill from staples

10.Money owed to the nonprofit but not yet paid

In: Accounting

Summarize the guidance of the FASB regarding recognition of revenue on contracts.

Summarize the guidance of the FASB regarding recognition of revenue on contracts.

In: Accounting

The value of a sports franchise is directly related to the amount of revenue that a...

The value of a sports franchise is directly related to the amount of revenue that a franchise can generate. The accompanying data table gives the value and the annual revenue for 15 major sport teams. Suppose you want to develop a simple linear regression model to predict franchise value based on annual revenue generated. Complete parts​ (a) through​ (b) below.

Annual Revenue(millions_of_dollars)   Franchise_Value_(millions_of_dollars)
229   654
248   765
192   424
191   472
194   394
162   242
183   405
159   302
237   511
272   888
183   247
225   646
216   504
243   581
228   507

a. Use the​ least-squares method to determine the regression coefficients b0 and b1

b0=

b1=

b. predict the mean franchise value (in millions of dollars) of a sports team that generates $250 million of annual revenue

Yi= $ ____ million (round to nearest integer)

In: Statistics and Probability

The value of a sports franchise is directly related to the amount of revenue that a...

The value of a sports franchise is directly related to the amount of revenue that a franchise can generate. Below is the data that represents the value (in $millions) and the annual revenue (in $millions) for 30 Major League Baseball franchises. Suppose you want to develop a simple linear regression model to predict franchise value based on annual revenue generated.

Team

Revenue

Value

Baltimore

179

460

Boston

310

1000

Chicago White Sox

214

600

Cleveland

178

410

Detroit

217

478

Kansas City

161

354

Los Angeles Angels

226

656

Minnesota

213

510

New York Yankees

439

1850

Oakland

160

321

Seattle

210

585

Tampa Bay

161

323

Texas

233

674

Toronto

188

413

Arizona

186

447

Atlanta

203

508

Chicago Cubs

266

879

Cincinnati

185

424

Colorado

193

464

Houston

196

549

Los Angeles

230

1400

Miami

148

450

Milwaukee

195

448

New York Mets

225

719

Philadelphia

249

723

Pittsburgh

168

336

St. Louis

233

591

San Diego

163

458

San Francisco

230

643

Washington

200

480

(a ) Use the least-squares method to determine the regression coefficients (intercept and slope).

(b) Interpret the meaning of the intercept and slope in this problem.

(c) Predict the value of a baseball franchise that generates $150 million of annual revenue.

(d) determine the coefficient of determination, r2, and interpret its meaning.

(e) determine the standard error of estimate (Syx).

(f) How useful do you think this regression model is for predicting the value of a baseball franchise?

In: Statistics and Probability