Welcome to the discussion portal. A place to gain and share knowledge. Here you can ask questions
and connect with people who contribute unique insights and quality answers. It is a place for people
from around the world to ask and answer questions, and to learn from that process. Every piece of
content on the site is generated by users, meaning it is created, edited, and organized by the same
people that use the website.
The given beam has continuous lateral support. If the live load is twice the dead load, what is the maximum total service load, in kips/ft, that can be supported? A992 steel is used. a. Use LRFD. b. Use ASD.
Consider a company whose operations are housed in two buildings on the same property, one building is headquarters, the other building contains network and computer services. The property is physically protected by a fence around the perimeter. The only entrance to the property is through the fenced perimeter. In addition to the perimeter fence, physical security consists of a guarded front gate. The local networks are split between the Headquarters' LAN and the Network Services' LAN. Internet users connect to the Web server through a firewall. Dial-up users get access to a particular server on the Network Services' LAN. Develop an attack tree in which the root node represents the disclosure of proprietary secrets. Include physical, social engineering, and technical attacks. The tree may contain both AND and OR nodes. Develop a tree that has at least 15 leaf nodes.
Create class Employee. · Use static variable annualTaxRate to store the annual tax rate for all employees. Also use another static variable inflationRate [0-1]. · Use inline initialization for inflationRate = 0.3, whereas annualTaxRate is initialized using the following rule in a static init block. · If inflationRate is higher than 0.5, then annualTaxRate is 5%, else annualTaxRate is 10%. · Each object of the Employee class contains private instance variables name and salary indicating the employee name and monthly salary of the employee. · Provide constructor(s) and getter/setter methods. The constructor and getter/setter methods should use shadowing parameters names. (hint: use ‘this’ ) · Provide method computeAnnualTax to calculate the monthly interest by multiplying the Annual salary by annualTaxRate divided by 100 – this tax should be returned from computeAnnualTax.
} Write class EmpTest for testing the Employee class } Create an employee object emp1 by calling constructors with appropriate values (salary = 20000). } Create another employee object emp2 having default salary (say 30000) 2 / 2 } Input salary from user and update the salary of emp2 to the new salary (say 50000). } Compute Annual tax for both the employees and display them in the test class.
***Update the employee class so that it contains another instance variable called netMonthlyIncome, which is defined as monthly salary minus(-) monthly income tax. Add a method to the class Employee called computeNetSalary to compute it.
1. If the price of gasoline doubled, how would consumption of (a) cars, (b) public transportation, and (c) in-theater movies be affected? How quickly would these adjustments be made?
At a work place, statistics of accidents have been calculated for a period of 10 years, and the results are shown in the following table. It is assumed that there are 500 employees working 2000 hours per year the whole period. Year 1 Year 2 Year 3 Year 4 Year 5 Year 6 Year 7 Year 8 2 62 80 Number of LTIS 12 6 9 7 10 5 4 Number of LWDs 65 42 90 55 75 50 Calculate LTIF. and LWF. for each year and plot the numbers in two curves. What do the curves tell us about the severity of the LTIS?
At a work place, statistics of accidents have been calculated for a period of 10 years, and the results are shown in the following table. It is assumed that there are 500 employees working 2000 hours per year the whole period. Year 1 Year 2 Year 3 Year 4 Year 5 Year 6 Year 7 Year 8 2 62 80 Number of LTIS 12 6 9 7 10 5 4 Number of LWDs 65 42 90 55 75 50 Calculate LTIF. and LWF. for each year and plot the numbers in two curves. What do the curves tell us about the severity of the LTIS?
the following question is From Risk Assessment: Theory, Methods, and Applications book
A requirement for scientific work is that what we have done can be reproducible, which means that when using the same input and the same models, we should arrive at the same results. Will a risk assessment meet this requirement?
Solved
Supply Chain Management/Operations Management2 Answertoto boto
