Answer:
Answer to the following question is anthropomorphism.
Explanation:
Anthropomorphism is considered as the error in the following context of the scientific reductionism. Anthropomorphize is the source of an error that needs to reconsider.
Anthropomorphism is an attribute of the human qualities, emotions, thoughts, motivation, intentions, and characteristics to the non-living beings or the nonhuman beings, things or objects.
Answer:
Point type is a horizontal or vertical line of text that begins where you click and expands as you enter characters. Each line of text is independent—the line expands or shrinks as you edit it, but doesn’t wrap to the next line. Entering text this way is useful for adding a few words to your artwork.
Select the Type tool or the Vertical Type tool .
The pointer changes to an I-beam within a dotted box. The small horizontal line near the bottom of the I-beam marks the position of the baseline, on which the text rests.
(Optional) Set text-formatting options in the Control panel, Character panel, or Paragraph panel.
Click where you want the line of text to begin.
Explanation:
Answer:
The equivalent if statements is:
ranforce = randi([0, 12]);
if (ranforce == 0)
disp('There is no wind')
else if(ranforce>0 && ranforce <7)
disp('There is a breeze')
else if(ranforce>6 && ranforce <10)
disp('This is a gale')
else if(ranforce>9 && ranforce <12)
disp('It is a storm')
else if(ranforce==12)
disp('Hello, Hurricane!')
end
Explanation:
<em>The solution is straight forward.</em>
<em>All you need to do is to replace the case statements with corresponding if or else if statements as shown in the answer section</em>
Answer:
have you tried establishing a secure network?
Explanation:
Answer: Backtracking
Explanation:
Backtracking algorithm approaches a solution in a recursive fashion whereby it tries to build answers and modify them in time intervals as we progress through the solution. One such backtracking algorithm is the N Queen problem whereby we place N Queen in a chessboard of size NxN such that no two queens attack each other. So we place a queen and backtrack if there is a possibility that the queen is under attack from other queen. This process continues with time and thereby it tends to extend a partial solution towards the completion.
