D. Fair use. Because you need to give credit to the owner.
Answer:
a. The network will not satisfy the customers because the required addresses is 128 but what can be offered is 126.
b. 195.200.0.0/22
Explanation:
195.200.0.0/16
The number of bits to give 512 is 9
2^9=512
2^8=256 which is not up to our expected 320 customers that requires a network ip
Note we have to use a bit number that is equal or higher than our required number of networks.
The number of host per each subnet of the network (195.200.0.0/25) is (2^7)-2= 128-2=126
The network will not satisfy the customers because the required addresses is 128 but what can be offered is 126.
b. 64 customers requires 6 bits to be taken from the host bit to the network bit
i.e 2^6 = 64
195.200.0.0/22
The number of host per each subnet of the network (195.200.0.0/22) is (2^10)-2=1024 - 2 = 1022 hosts per subnet
This network meet the requirement " 64 customers want 128 addresses/customer "
Answer:
A webpage is a class website and a website is a link where you can find useful information.
Explanation:
Please follow
I'll write it below Step-by-step explanation: Q1 a side that has 10 sides and 10 angles is called decagon. Q2 it is nonagon Q3 it is Pentagon Q4it is heptagon
This question is incomplete. The complete question is given below:
Write a program that asks the user to enter ten temperatures and then finds the sum. The input temperatures should allow for decimal values.
Sample Run
Enter Temperature: 27.6
Enter Temperature: 29.5
Enter Temperature: 35
Enter Temperature: 45.5
Enter Temperature: 54
Enter Temperature: 64.4
Enter Temperature: 69
Enter Temperature: 68
Enter Temperature: 61.3
Enter Temperature: 50
Sum = 504.3
Answer:
# Program in Python
sum = 0.0
for i in range(0, 10):
t = float( input("Enter the Temperature: "))
sum = sum + t
print("Sum: {0:0.1f}".format(sum))
Explanation:
- Initialize the sum variable to hold the sum of input temperatures
.
- Iterate from 0 to 9, Get the input and compute the sum
.
- Print the result by formatting the sum so that value is printed with precision to single decimal place
.
