Description Given an n*m matrix, output its absolute matrix. An absolute matrix is defined as a matrix in which each element is the absolute value of the original element in the input matrix. ### Input The first row contains two integers n, m representing the dimensions of the input matrix. In the next N rows, each row has m columns, representing the matrix elements. Each number in the matrix is in the range of -100 to 100. ### Output A matrix whose elements are the absolute value of the original input matrix. This is a so-called absolute matrix.
Find the address in memory for the element at 4th row and 5th column in the generated Tri- diagonal matrix using the same parameters (Base address 2700 , W= 4)
convert 6×6 matrix into tri-diagonal matrix and display it
Read elements of 6×6 matrix form the user
C++ print out a 2D array matrix style
I have a simulation 2D soccer robot simulation. I have the robot's coordinates related to the field's axis and the ball's coordinates related to the robot's axis. Robot's coordinates change linearly, but ball coordinates don't change linearly. How can I find the ball's linear coordinates related to the field's axis?
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Not likely. AI can automate tasks and make developers' jobs more efficient but it can't fully replace the human ability to deal with complex software. And AI will still require human developers to supervise and improve it further.
So developers may see their tasks change but they won't be replaced by AI. 👩💻🤝💻