A list is an R-object that can have a wide range of different items inside of it, including vectors, functions, and even another list.
The head() function lets you display the first observations in a data frame. The method tail() prints the final observations in your data collection in a manner similar to that. Both head() and tail() print a top line called the 'header', which contains the names of the distinct variables in your data collection. The R language's transform() function is used to alter data. The first parameter is transformed into a data frame. A suitable variable name comprises of letters, numbers and the dot or underline characters. The variable name does not begin with a number but rather with a letter or a dot.
Learn more about variable here-
brainly.com/question/13544580
#SPJ4
Answer:
technology is a whole means to provide goods needed for the survival and comfort of human life
Within the Flags detail is a flag titled recursion desired. This flag shows whether or not the local DNS should continue to query other DNSs if it is not able to resolve the current query. As DNS is local, it may or may not have the enough information to allow the address to be resolved. If the recursion flag is set, the local <span>DNS will continue to query higher level DNSs until it is able to resolve the address. In short, t</span>he condition is when a flag is raised and it doesn’t have enough <span>information to allow the request.</span>
Hey there
_______________
The correct answer is
1 year, 64 days, 13 hours, 11 minutes and 44 seconds
__________
Hope this helps you
Answer:
From the given diagram, consider a MIN node whose children are terminal nodes, if MIN plays
suboptimal. MIN will never be lower than the utility obtained playing against an optimal MIN
MIN will always select a move having minimax utility greater than or equal to the move that is
predicted by the minimax that is the MIN-played optimal value.
Then the MIN node's value is increased to MAX. This is done by induction.
One can do better than the minimax strategy, if the suboptimal play is predicted by MIN.
If MIN always falls for certain for certain kind of trap and losses, then setting up a trap guarantees a win.
Explanation:
See attached picture also.