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Question: Assume you are asked you to create a new entity-relationship diagram for a corporation (Moonlight Distributors) for a customized shipment tracking system.Study level: BAQuestion: Conceptual Model Entity Relationship DiagramRequired information below:Pickup Manifest- Customer information- Pickup details- Consignee information- Payment methodsDelivery Truck Details- Route number- Driver's name- Employee ID- Time logged out- List of delivery manifestsDelivery Manifest- Consignee information- Delivery details- Payment methods- Condition of goods delivered- Date of delivery- Consignee signature- Problems with delivery
Convert the following numerical arithmetic expression into reverse Polish notation and show the stack operations for evaluating the numerical result.
Create a divide and conquer algorithm to solve problem. The time complexity of your algorithm must be O(nlgn) or better.
Write an algorithm for a program which will satisfy following requirements: - Asks a user how many numbers they want to calculate.
Use your laptop at public store to check your email and discuss all the different network connections involved in this operation.
Demonstrate a decision tree or table
Evaluate a short algebraic expression using code with three-operand instructions. The expression should have a minimum of three operands and 2 operators.
Consider adaptive playout delay algorithm. Demonstrate through simple example which adjusting playout delay at beginning of each talk spurt results in compressing
Describe an implementation of that algorithm on an SIMD computer where the processors are connected to form a linear array
Write the algorithm (described informally) which takes as input NPDA A and determines whether the language of A is nonempty.
Draw an algorithm to produce a list of customers from the Glad Rags Clothing Company's customer master file.
Create a second experiment answering the question "Is it possible for processor sharing to have worse performance than FCFS? "
For instance, the constraints x1 = x2, x2 = x3, x3 = x4, and x1 6= x4 cannot be satis fied. Give an efficient algorithm that takes as input m constraints over n variables and decides whether the constraints can be satis fied.
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