Answer:
The correct answer is option (B) "{!$Setup.Url_Settings__C.URL__c}".
Explanation:
In computer programing using Visualforce, "$Setup" refers to a global merge field that gives the user access to hierarchical custom settings. In this case, the developer needs to retrieve the correct URL to access the current user's profile and display this on a Visualforce Page. "$Setup" will give the developer access to the hierarchical custom settings in Visualforce, and the command "Url_Settings__C.URL__c" will provide the root access to the current user's profile.
Consider sending a stream of packets from Host A to Host B using Ipsec. Typically, a new SA will be established for each packet sent in the stream. True or False? Tweet Answer FALSE. REASON: Ipsec SA is first connect with Host A and Host B. So, all packets in the stream use the new SA.
Answer:
Option A is the correct option for the following question.
Explanation:
Because Program documentation is the documentation in which contain the information about the software and also contain the logic of the modules of the program is user-friendly and convenient language about that application or the software and it is hard copy or any digital manual through which the programmer has to know about the application.
So, that's why the following option is correct.
The question above wants to assess your interpretation of conic shapes and sections in art and architecture. For that reason, I can't write an answer for you, but I'll show you how to write it.
The conical sections can be seen in structures that assume one of the shapes considered conical. These formats are easy to identify, especially in architecture, where they are very popular. These shapes can be classified as Parabola, Circle, Ellipse, and Hyperbole
In this case, to write your answer, you should search for architectural works or works of art that present one of these types of conic sections and show how the use of this format is important for these works.
Some examples of works that use conic sections are:
- Parabola: Eiffel Tower.
- Circle: Farmer's Cottage Deluxe Summer House
- Ellipse: Tycho Brahe Planetarium.
- Hyperbole: McDonnell Planetarium
More information:
brainly.com/question/2285436
