Answer:
to help her community and give hope to others
Explanation:
Answer:
to properly use the tags in the web page
Explanation:
The full form HTML is Hyper Text Mark up Language. HTML is used in designing a good web page in the computer. It is used to design the document that are displayed in the web browser.
Instead of using a programming language to do the functions of a web page, the markup language uses the tags to identify the different types of the contents and purposes that they serve in the web page. A good HTML skills are required to prevent the web page from any improper designing of the contents in the web page.
Answer:
"async" attribute
Explanation:
the async attribute is used on the html script tag, it is a Boolean attribute indicating that the browser should, if possible, load the script asynchronously and then parse it as soon as it’s downloaded.
Answer:
B. Device boot order
Explanation:
The Device boot order makes a list of all the possible devices a system should check to in the operating system's boot files, as well as the proper sequence they should be in. Removable devices, hard drives, and flash drives are some devices that can be listed in the device boot order.
For the user whose computer displays a 'non-bootable drive' error, the device boot order would check all the devices listed to attempt booting from any of them. These devices might be in the order of removable discs, CD-ROM, hard drive. If all the options do not work, the computer would then do a Network boot. The order in which the devices are listed can be altered by the user.
If, in a recursive solution, function A calls function B which calls function C, this is called<u> Indirect</u> recursion.
A recursive algorithm is said to be recursive if such an algorithm calls itself with smaller input values and get current result for implementing basic operations on those simple inputs.
Indirect recursion occurs when a function A invokes another function B which in turn makes it the original function and calls another function C.
Learn more about recursion here:
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