Answer:
Options Include:
<em>A) Server-side validation
</em>
<em>B) Client-side validation
</em>
<em>C) Validate in trust
</em>
D) Client-side and server-side validation
<em>Client-side and server-side validation is Correct</em>
Explanation:
The best option is to validate the client side with the server side. Using these together would provide the best testing option for Sharon.
<em>This keeps user feedback instantly without wasting postbacks while also protecting against JavaScript disabled users. That's how the validation controls for ASP.NET operate. </em>
This is definitely not over-engineering as there are risks of using one without the other.
Individual validation on the server side and individual validation on the client side are both incorrect. Trust validation is not a form of validation.
Answer:
The solution code is written in Python
- def largerThanN(myList, n):
- output = ""
-
- for x in myList:
- if(x > n):
- output += str(x) + " "
-
- print(output)
-
- l = [5, 12, 11, 4, 56, 32]
- n = 15
- largerThanN(l, n)
Explanation:
Firstly, create a function largerThanN that accepts two arguments, a list (myList) and a number (n) (Line 1).
Next, create a output variable to hold the string of numbers in the list that are greater than the input number n (Line 2).
Create a for loop to traverse through each number in the list and then check if the current x is bigger than n. If so concatenate the x to output string along with a single space " " (Line 4 -6)
After the loop, print the output string (Line 8)
We test the function by using a sample list and n = 15 (Line 10 - 12). The program will display 56 32 .
Answer:
see explaination for program code
Explanation:
scalar_product = 0
li=[]
li2=[]
#reading numbers1.txt and numbers2.txt intoli and li2 respectively
with open('numbers1.txt') as n1, open('numbers2.txt') as n2:
for line1 in n1:
li.append(int(line1))
for line2 in n2:
li2.append(int(line2))
#storing min list size into variable l
a=len(li)
b=len(li2)
if a<b:
l=a
else:
l=b
#calculating scalar product
for i in range(l):
scalar_product=scalar_product+li[i]*li2[i]
print("scalar product is",scalar_product)
Answer:
c. Type 1 hypervisor installed directly on server hardware.
Explanation:
The customer plans to replace the old network services to ensure that the operation and service of the company is fast and up-to-date. The old servers will slow down the activities of the company and can also affect the overall company's output. The best option is to use and type 1 hypervisor and it should be installed on the server hardware directly.
