A known distribution company intends to reward it deserving employees with a bonus only for sales agents who reached the quota of Php50,000. Considering its mainstream operations, the firm wants to limit it to Manila and San Juan. Details of its roster is shown below:
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A known distribution company intends to reward it deserving employees with a bonus only for sales agents who reached the quota of Php50,000. Considering its mainstream operations, the firm wants to limit it to Manila and San Juan. Details of its roster is shown below:
| Name | Area | Position | Sales |
| Denni Cruz | Caloocan | Manager | 76,400 |
| Carmen Romulo | Manila | Sales Agent | 53,085 |
| Lea Ramirez | Quezon City | Rep | 98,320 |
| Exequiel Cabanda | Las Pinas | Supervisor | 67,082 |
| Marissa Caparaz | Manila | Sales Agent | 59,999 |
| Michael Guba | Pasay | Manager | 43,999 |
| Leslie Romero | Caloocan | Rep | 93,000 |
| Patrick Cua | Quezon City | Store Manager | 100,032 |
| Paul Rodrigues |
San Juan |
Sales Agent | 32,028 |
| Eryck Pangin | San Juan | Rep | 100,320 |
| Ezra Reyes | Manila | Sales Agent | 50,021 |
| Henry Dominquez | Makati | Supervisor | 65,000 |
| Sarah Folloja | Paranaque | Gen. Manager | 82,092 |
Using logical functions, determine the qualified.
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- Question 7A. An Electrical Company has three workshops in Koforidua, Accra andKumasi. These workshops produce the following quantities of electric fan.Workshops Monthly production (units)Koforidua 130Accra 70Kumasi 100The monthly demand for these fans in three towns: Sunyani, Cape Coast and Ho is given below:Destination Weekly Demand (units)Sunyani 80Cape Coast 110Ho 60The unit transportation costs per unit (in GH¢000) from the sources to thedestinations are as shown: a) Formulate a linear programming (LP) model. B. The model in (A) was solved using Solver and part of the Solver output is shown below. Use it to answer the questions that follow. b) As a management, science student the MD of the company seeks yourexpert advice on ways in which to determine the optimal transportation rule.Write your answer in a form of a report to the MD c) Advise the MD, providing detailed explanation using the table above.Write your answer in a form of a report to the MD.Draw a decision tree given problem below. A businessman must decide whether to open a new mini grocery branch or simply extend the number of hours of its operation on its existing branch with a payoff of Php150,000. According to his friend, demand at a new location can either be low or high, which he probabilities are estimated to be 35% and 65%, respectively. If a new branch is opened and demand proves to be high, the businessman may choose to operate 24hrs (payoff is Php350, 000) or to operate 12hrs (payoff is Php200,000). If a new branch is opened and demand proves to be low, there is no need to operate on a 24-hr basis but instead, they will just stick to 12-hr operation with payoff of Php100,000 or enhance marketing strategy through advertising. Projected response to advertising may either be favorable or not favorable, with estimated probabilities of 40% and 60%, respectively. If demand is favorable, the payoff grows to Php310,000 and if the response in unfavorable, the payoff is…The problem is from HackEarth, plz answer this question by c++, please don't copy the answer from Google or I will give u an abuse Problem The current number of points of each team are X1, X2, X3....XN. M days of the league stage are remaining and on each day K teams win and each of the winning team's points is incremented by 1. Top B teams will qualify for the playoffs in the championship. Officials of the tournament want to know how many teams have a non-zero probability of making it to the playoffs. Note: If points of certain teams are equal, any of the teams can qualify for playoffs and each team has equal probability. Input format ● The first line contains an integer T denoting the number of test cases. For each test case: ● The first line contains four space-separated integers N, M, K, and B. ● The second line contains N space-separated integers X1, X2, X3...XN. Output formatPrint T integers. For each test case:● Print the number of teams that have a non-zero probability of…
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