The best practices used in the distribution layer involve the use of HSRP, GLBP, is:
The four best practices used in the distribution layer normally involve the use of certain functions and protocols. These practices ensure efficient and uninterrupted network operations. The most practical ones, from the provided options, would be: c. Using HSRP (Hot Standby Router Protocol), d. Using GLBP (Gateway Load Balancing Protocol), f. Using Layer 3 routing to the core, and g. Summarizing routes.
HSRP is a protocol that allows multiple routers to collaborate in presenting the illusion of a single virtual router to the hosts on the LAN. The inclusion of GLBP helps in balancing the load across a group of redundant routers. Using Layer 3 routing to the core is beneficial in order to maintain versatile connectivity and keep network segmentations to a minimum. Lastly, summarizing routes can minimize the size of the routing table and reduce the overhead on the router's resources.
The answer is:
"Use Layer 3 routing to the core (f)
Summarize routes (g)
Use HSRP (c) or GLBP (d)
Disable trunking in host ports (a)"
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Answer:
The following are four best practices used in the distribution layer:
Use HSRP. This provides default gateway redundancy and ensures connectivity for end devices in case of a failure.
Use GLBP. This provides both default gateway redundancy and load balancing for optimal network performance and availability.
Use Layer 3 routing to the core. This eliminates the need for Spanning Tree Protocol (STP) and improves convergence and scalability.
Summarize routes. This reduces the size of the routing table and the amount of routing updates, which enhances network stability and efficiency.
These best practices are based on the Cisco Enterprise Campus Infrastructure document1 and the Cisco Press article on Hierarchical Network Design2.
Explanation:
Answer:
Explanation:
For the Program plan:
1. Two lists are structurally equal if they have the same list structure, although their atoms may be different.
2. So we are going to write a function that will check if elements in both lists at same position are atoms or not.
3. If yes then it should return true else false.
Program:
#lang scheme
( define (structurally-equal list1 list2)
(cond ((and (null? list1) (null? list2)) #t)
((or (null? list1) (null? list2)) #f)
((and (atom? (car list1)) (atom? (car list2)))
(structurally-equal (cdr list1) (cdr list2)))
((or (atom? (car list1)) (atom? (car list2))) #f)
(else (and (structurally-equal (car list1) (car list2))
(structurally-equal (cdr list1) (cdr list2) )))))
( define (atom? x) (not (or (pair? x) (null? x))))
Answer:
I, II and IV only
Explanation:
Family of parallel lines, Family of isoprofit lines, Linear
Answer
Spreadsheet
Explanation
A spreadsheet is an electronic document in which data is arranged in the rows and columns of a grid and can be manipulated and used in calculations. It enables a user to save, sort and manage data in an arranged form of rows and columns. You can use a spreadsheet to store your financial data. For your financial data considerations one can generate graphics such as line graphs and pie charts from your spreadsheet data
He will use a spreadsheet. hope this helped
b. Desktop
c. Screen saver
d. Shortcut