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statuscvo [17]
3 years ago
9

A man eats chips and dips and burgers and fries, and drinks a couple of shakes. afterward, he goes to the gym and does 90 minute

s of aerobics, spends an hour on the stair stepper, and then does weights for another hour. he also does not eat for 72 hours. the set of assumptions underlying his behavior would lead to a diagnosis of:
Business
1 answer:
Nuetrik [128]3 years ago
8 0

The set of assumptions underlying his behavior would lead to a diagnosis of non purging type of bulimia nervosa. A purging type falls under the subtypes of bulimia nervosa in which the guy who is suspected of having a non purging type is having to compensate with binge eating and in the same time, the person compensates dieting with exercising excessively.

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Quarter Real GDP (billions of dollars) Long-Run Trend of Real GDP (billions of dollars) 1 4,000 4,000 2 4,160 4,120 3 4,326 4,24
bekas [8.4K]

Answer:

6%

Explanation:

As per given data

Quarter     Real GDP ($billions)     Long-Run Trend of Real GDP ($billions)

   1                      4,000                                   4,000

   2                     4,160                                    4,120

   3                     4,326                                    4,244

   4                     4,413                                    4,371

   5                     4,501                                    4,502

   6                     4,591                                    4,637

   7                     4,499                                    4,776

   8                     4,409                                    4,919

   9                     4,673                                    5,067

   10                    4,954                                    5,219

   11                     5,252                                    5,376

   12                    5,376                                    5,537

Growth of GDP = (DGP of Current/recent period - GDP of Prior period) / DGP of Prior period

In this question prior period is quarter 10 and current /recent period is quarter 11.

So, formula will be

Growth of GDP = (DGP of quarter 11 - GDP of quarter 10) / GDP of quarter 10

As we need to calculate the real GDP growth the formula will be as follow

Growth of real GDP = (Real DGP of quarter 11 - Real GDP of quarter 10) / Real GDP of quarter 10

Growth of real GDP = ($5,252 billion - $4,954 billion) / $4,954 billion

Growth of real GDP = $298 billion / $4,954 billion

Growth of real GDP = 6.02% = 6%

3 0
3 years ago
At Haddon, Inc., the office workers are employed for a 40-hour workweek and are paid on either an annual, monthly, or hourly bas
levacccp [35]

Answer:

Employee        Salary          Hrs. Worked        Cumulative Taxable

                                                                         Wages as of Last Pay Period

King, M.      $135,200 (year)     40                  $132,600.00

Manera, E.     $6,500 (month)  40                  $76,500.00

Tate, S.          $3,900 (month)  48                  $45,900.00

Yee, L.            $12.50 (hour)     44.5               $27,675.13

Diaz, R.           $12.50 (hour)     48                  $14,778.96

Zagst, J.          $14.50 (hour)     52                  $24,703.02

(a) regular earnings,  

King, M. $135,200 / 52 weeks = $2,600    

Manera, E. $1,500 weekly salary    

Tate, S. $900      

Yee, L. $12.50 x 40 = $500        

Diaz, R. $12.50 x 40 = $500        

Zagst, J. $14.50 x 40 = $580

(b) overtime earnings,

King, M. $0    

Manera, E. $0  

Tate, S. [($900 / 40) x 8 x 1.5] = $270      

Yee, L. $12.50 x 4.5 x 1.5 = $84.38        

Diaz, R. $12.50 x 8 x 1.5 = $150                  

Zagst, J. $14.50 x 12 x 1.5 = $261

(c) total regular and overtime earnings,

King, M. $2,600    

Manera, E. $1,500  

Tate, S. $1,170      

Yee, L. $584.38        

Diaz, R. $650                  

Zagst, J. $841

(d) FICA taxable wages (the FICA taxes limit for 2020 is $137,700, so everyone will be taxed)

King, M. $2,600    

Manera, E. $1,500  

Tate, S. $1,170      

Yee, L. $584.38        

Diaz, R. $650                  

Zagst, J. $841

(e) FICA taxes to be withheld

King, M. $2,600 x 7.65% = $198.90    

Manera, E. $1,500 x 7.65% = $114.75      

Tate, S. $1,170 x 7.65% = $89.51          

Yee, L. $584.38 x 7.65% = $44.71            

Diaz, R. $650 x 7.65% = $49.73                      

Zagst, J. $841 x 7.65% = $64.34    

(f) net pay for the week ended

King, M. $2,600 - $198.90 = $2,401.10    

Manera, E. $1,500 - $114.75 = $1,385.25      

Tate, S. $1,170 - $89.51 = $1,080.49          

Yee, L. $584.38 - $44.71 = $539.67            

Diaz, R. $650 - $49.73 = $600.27                      

Zagst, J. $841 - $64.34 = $776.66    

3 0
3 years ago
Below are the account balances for Cowboy Law Firm at the end of December. Accounts Balances Cash $ 4,000 Salaries expense 1,500
matrenka [14]

Explanation:

The preparation of the end December Income statement for Cowboy Law Firm is presented below:

                                          Cowboy Law Firm

                                           Income statement  

Revenue  

Service Revenue $7,900

Total revenues $7,900 (A)

Less: Expenses

Salaries expense $1,500

Utilities expense $1,000

Total expenses $2,500 (B)

Net income $5,400 (A- B)

4 0
3 years ago
Shane is looking for ways to get more capital for his appliance sales and service business. he is very protective of his company
Nitella [24]
<span>Shane, who is interested in new ways to get more capital for his business that sells and services appliances, is highly protective of his company's information and often worries that it may fall into the wrong hands. With this state of mind, Shane is likely not interested in incorporating his money</span>
6 0
3 years ago
Shane wants to invest money in a 6% CD account that compounds semiannually. Shane would like the account to have a balance of $1
masya89 [10]

Answer:

Amount deposit = $118,411.4 (Approx.)

Explanation:

Given:

Future amount = $150,000

Rate of interest = 6% compounds semiannual

Number of year = 4 year

Find:

Amount deposit

Computation:

Compounds semiannual

So,

Rate of interest = 6% / 2 = 0.03

Time taken = 4 x 2 = 8 times

So,

A = P[1+r]ⁿ

150,000 = p[1+0.03]⁸

150,000 = p[1.03]⁸

150,000 = p[1.26677]

p = 150,000 / 1.26677

p = 118,411.393

Amount deposit = $118,411.4 (Approx.)

4 0
2 years ago
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