Digital network, as it refers to the series of connected and linked computing devices into a network as described in this question.
Answer:
I think it's D
Explanation:
The best way to appeal is with emotions
Answer:
The challenge of cost control
The challenge of competence
The challenge of reduced system delivery times.
Explanation:The Challenge of Cost control is a major challenge affecting the software engineering in the 21st century,the cost of Microchips and other hardware are constantly rising.
The challenge of competence is another major challenge affecting software engineering in the 21st century,as most software engineers lack the required competence to handle some of the issues facing softwares.
The challenge of reduced system delivery times is a major challenge likely to affect software engineering in the 21st century,as people required the software to be available in the shortest possible time.
Answer:
salary=float(input("Enter salary : "))
numDependents=int(input("Enter number of dependents : "))
stateTax=salary*0.065
federalTax=salary*0.28
dependentDeduction=salary*0.025*numDependents
totalWithholding=stateTax + federalTax+ dependentDeduction
takeHomePay=salary- totalWithholding
print("State Tax :$",str(stateTax))
print("Federal Tax :$",str(federalTax))
print("Dependents:$",str(dependentDeduction))
print("Salary :$",str(salary))
print("Take-Home Pay:$",str(takeHomePay))
Explanation:
- Take the salary as input from user.
- Take number of dependents as an input from user.
- Calculate the state tax and Federal Tax. Then calculate the independent detection tax by multiplying salary with 0.025 as well as number of dependents.
- After that calculate total withholding and then calculate home pay by subtracting total withholding from salary.
- Finally print all the details.
Answer:
Step 1
Open the flowchart and locate the startinglocation on the chart.
Step 2
Write the pseudocode that is equivalent to the rectangular process boxes in your diagram.
Step 3
Write the pseudocode for the diamond-shaped decision boxes in your diagram.
Step 4
Write the pseudocode for the end terminator of the flowchart.
Combine all of your converted statements above and you have a flowchart that has been converted to pseudocode.
