List 10 businesses (real business in the Philippines eg. Insular Life) subject to other percentage taxes and their percentage rates.

The construction of a house is developed and in the table you will find all the activities described and the information that corresponds to predecessors and the duration of each activity. Adjust your analysis to the information in the table without modifying the baseline information. Analyze the project execution time following the PERT Diagram methodology. Establish Critical Path of the project. Set the duration of the work. Complete the table.

The construction department is planning to bid on a large project for the development of a new airport in Chicago area. The following table shows major activities, times, and sequence required:

1. *Draw the network diagram, using appropriate technology and the nomenclature that is used in the solved Exercise for this Chapter.
2. Determine the expected time (T_e) and the variance for each activity.
3. *Determine and show the early start, early finish, late start and late finish for each activity (use the nomenclature used in the solved Exercise).
4. Determine the critical path and the expected project completion time.
5. What is the probability that the project can be completed in:
   1. 25 months
   2. 30 months
6. There is a 85% chance that the project can be completed in X months or less. What is X?

*For problems A and C, the textbook focused on the Critical Path Method (AON Network/PERT Chart).

Assignment #2 will be the construction of a program that reads in an unspecified number of integers from standard input, performs some calculations on the inputted numbers, and outputs the results of those calculations to standard output. The numbers could be delimited by any kind of whitespace, i.e. tabs, spaces, and lines (Note that if you use the Scanner class, you do not have to worry about these delimiters. They will be taken care of). Your program will continue to read in numbers until the number 0 is entered. At this point, the calculations will be outputted in the following format:

The maximum integer is 0
The largest even integer in the sequence is 0
The count of negative integers in the sequence is 0
The sum of even integers is 0

This means that using all numbers your program reads (including the last number 0), you need to compute the maximum, compute the largest even integer (can be divided by 2, "num%2 == 0"), count how many negative integers are in the sequence, and compute the sum of even integers.

Note that the above is an output for the first test case. For other test cases, you will have different numbers.

Do not prompt to query for the numbers. The number 0 is included in the sequence of integers and should be included in all of your calculations.

Samuelson and Messenger (SAM) began 2021 with 200 units of its one product. These units were purchased near the end of 2020 for $22 each. During the month of January, 100 units were purchased on January 8 for $28 each and another 200 units were purchased on January 19 for $30 each. Sales of 130 units and 130 units were made on January 10 and January 25, respectively. There were 240 units on hand at the end of the month. SAM uses a perpetual inventory system.

Required:
1. Complete the below table to calculate ending inventory and cost of goods sold for January using FIFO.
2. Complete the below table to calculate ending inventory and cost of goods sold for January using average cost.

Complete the below table to calculate ending inventory and cost of goods sold for January using FIFO.

2. (CLO_1): (Cognitive Level C2, i.e., Comprehension) (PLO_1, i.e., Engineering Knowledge) Explain the following devices with the help of the construction diagram and device operation
   1. n-channel JFET
   2. n-channel Depletion MOSFET III-     n-channel Depletion MESFET

Problem 2. Give an example of an open set O such that the boundary of the closure of O has positive Lebesque measure. (Hint: try to play with the union of open intervals taken out of [0, 1] during the construction of Cantor set on... ODD steps.)

Topic: Encrypt-then-authenticate scheme, Cryptography

Let Π^E = (Gen^E, Enc^E, Dec^E) be an encryption scheme and Π^M = (Gen^M, Mac^M, Vrfy^M) be a MAC scheme.

(a) Formalize the construction of the “encrypt-then-authenticate” scheme Π = (Gen, Enc, Dec) given Π^E and Π^M

Please construct a nondeterministic, deterministic, and minimum deterministic finite state machine for the following regular expressions. You have to show the construction process, not just the final result.

1) acb*a | bba*b⁺

2) d*adc | (a)b*bc*d