Cruel
This time we are looking on the crossword puzzle clue for: Cruel.
it’s A 5 letters crossword definition.
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Possible Answers:
Mean.
Last seen on: –L.A. Times Daily Crossword – Jul 16 2022
–L.A. Times Daily Crossword – May 16 2022
–LA Times Crossword 18 Nov 20, Wednesday
–USA Today Crossword – Aug 31 2020
–The Telegraph – QUICK CROSSWORD NO: 29,377 – May 30 2020
–Wall Street Journal Crossword – August 13 2019 – Rock of Ages
Daily Celebrity Crossword – 6/1/19 Smartypants Saturday
Random information on the term “Cruel”:
Cruelty to animals, also called animal abuse, animal neglect or animal cruelty, is the infliction by omission (animal neglect) or by commission by humans of suffering or harm upon any non-human. More narrowly, it can be the causing of harm or suffering for specific achievement, such as killing animals for food or for their fur; opinions differ about the extent of cruelty associated with a given method of slaughter. Cruelty to animals sometimes encompasses inflicting harm or suffering as an end in itself, defined as zoosadism. With approximately 65 billion animals killed annually for food, farm animals are the most numerous animals subjected to cruelty.
Divergent approaches to laws concerning animal cruelty occur in different jurisdictions throughout the world. For example, some laws govern methods of killing animals for food, clothing, or other products, and other laws concern the keeping of animals for entertainment, education, research, or pets. There are a number of conceptual approaches to the issue of cruelty to animals.
Random information on the term “Mean”:
In mathematics, the arithmetic–geometric mean (AGM) of two positive real numbers x and y is defined as follows:
Call x and y a0 and g0:
Then define the two interdependent sequences (an) and (gn) as
where the square root takes the principal value. These two sequences converge to the same number, the arithmetic–geometric mean of x and y; it is denoted by M(x, y), or sometimes by agm(x, y).
The arithmetic-geometric mean is used in fast algorithms for exponential and trigonometric functions, as well as some mathematical constants, in particular, computing π {\displaystyle \pi } .
To find the arithmetic–geometric mean of a0 = 24 and g0 = 6, iterate as follows:
The first five iterations give the following values:
The number of digits in which an and gn agree (underlined) approximately doubles with each iteration. The arithmetic–geometric mean of 24 and 6 is the common limit of these two sequences, which is approximately 13.4581714817256154207668131569743992430538388544.