Shlomo Benartzi begins his talk by outlining three things that we as a people are not doing well. What are these three things? D

Rites of initiation are beneficial in a work environment, as elaborated further below. Initiation signifies a transition into a group, organization, or society. An example of an initiation I encountered during my internship included being asked to sing my favorite song, which turned out to be enjoyable, welcoming me into the company as I introduced myself. I strongly believe that initiation rites are significant in workplaces since they promote engagement, uplift employee morale, and cultivate a nurturing environment. This unity enables the organization to achieve its objectives as employees collaborate effectively.

Explanation:

Part 1: True, the information given about the total costs incurred by the movie studio from last year shows that after the adjustments for the differences in totals

3rd movie cost - 2nd = 132-84 = 48 million

Thus, the variable costs must be at least $47 million but less than $255 million as well.

Part 2:  False, the marginal cost for producing the first movie was $45 million, while the studio produced three films during that period.

In conclusion, the variable costs for all three films last year were

45 x 3 = 135 million

Question not complete

Direct Labour Cost is missing

Direct Labor Cost ----- $50,000.00 $270,000.00

Answer:

a.

Overhead Rate (Cutting Department) = $5.5 per machine hour = $5.5 per machine hour

Overhead Rate (Finishing Department) = $12.2 per labour hour

b. Total Manufacturing Cost = $644

c. Yes

Explanation:

a. To determine the predetermined overhead rate appropriate for each department.

Given

Cutting Department

The Cutting Department calculates its rate based on machine-hours

Manufacturing Overhead Costs = $264,000

Machine Hours = 48,000

Finishing Department

For the Finishing Department, the rate is calculated based on direct labor-hours.

Manufacturing Overhead Costs = $366,000

Direct Labour Cost = $270,000

Overhead Rate (Cutting Department) = Manufacturing Overhead Cost/Machine Hours

Overhead Rate (Cutting Department) = $264,000/48,000

Overhead Rate (Cutting Department) = $5.5 per machine hour

Overhead Rate (Finishing Department) = Manufacturing Overhead Cost/Machine Hours

Overhead Rate (Finishing Department) = $366,000/$270,000

Overhead Rate (Finishing Department) = 1.36

Overhead Rate (Finishing Department) = 136% direct labour cost

b.

The Cutting Department's rate is based on machine-hours

Given

Machine hours = 80 machine hours

Overhead Rate = $5.5 per machine hours ------ This was calculated

The Finishing Department's calculations rely on direct labor-hours.

Given

Direct Labour Cost = 150

Overhead Rate = 136% of labor cost ------ This was deduced

Overhead Applied (Cutting Department) = 80 * 5.5

Overhead Applied = 440

Overhead Applied (Finishing Department) = 136% * 150

Overhead Applied = $204

Total Overhead Applied = $440 + $204

Total = $644

c. Yes

If the business utilizes a company-wide overhead rate linked to direct labor cost and if jobs have increased machine hours paired with lower labor costs, they would incur less overhead expenses.

Response:

=IF(C5>35000,IF(C5>25000<35000,IF(C5<25000,0.05*C5),0.04*C5),0.02*C5)

Justification:

Below is the formula intended to be entered in cell C8:

=IF(C5>35000,IF(C5>25000<35000,IF(C5<25000,0.05*C5),0.04*C5),0.02*C5)

This formula computes the bonus based on the provided data, utilizing the IF function. The formula begins with an equal sign, followed by IF and the application of all relevant terms.

Answer:

d. $1,376.74

Explanation:

The NPV for Project X is calculated as follows:

Year Cash outflow/inflow Present value factor      Present value

0              -$10,000.00                         1                   -$10,000.00

1                 $6,000.00                   0.900901              $5,405.41

2                 $8,500.00                     0.811622              $6,898.79

NPV                                                                        $2,304.20

For Project Y, the NPV is:

Year Cash outflow/inflow Present value factor      Present value

0                -$10,000.00                       1                   -$10,000.00

1                   $4,600.00              0.900901             $4,144.14

2                   $4,600.00                  0.811622             $3,733.46

3                    $4,600.00                   0.731191                   $3,363.48

4                    $4,600.00                  0.658731             $3,030.16

Total                                                                        $4,271.25

The formula for calculating Equivalent Annual Annuity is expressed as:

C = r*(NPV)/(1-(1+r)-n)

For Project X, where NPV = $2304.20

using r = 11% and n = 2

Plugging in values into the formula gives us:

C = 11%*$2304.20/(1-(1+11%)−2

    =$1345.38

For Project Y, where NPV = $4271.25

using r = 11% and n = 4

Inserting the values into the formula, we find C = 11%*$4271.25/(1-(1+11%)−4

   = $1376.74

Thus, the more profitable project is Y, with an equivalent annual annuity of $1376.74.