📄 matrix.out
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::::::::::::::test/matrix.pas::::::::::::::PROGRAM Matrix;CONST X = 3; Y = 10; Z = 5;VAR Matrix1 : ARRAY [1..X,1..Y] OF INTEGER; Matrix2 : ARRAY [1..Y,1..Z] OF INTEGER; Result : ARRAY [1..X,1..Z] OF INTEGER; I, J, K : INTEGER; Sum : INTEGER;BEGIN { Matrix } FOR I := 1 TO X DO FOR J := 1 TO Z DO BEGIN Sum := 0; FOR K := 1 TO Y DO Sum := Sum + ( Matrix1[I,K] * Matrix2[K,J] ); Result[I,J] := Sum; END;END.::::::::::::::compx.sym::::::::::::::Symbol Table for Pascal source code...-----------------------------------0(undefined)1(undefined)10(undefined)3(undefined)5(undefined)i(variable)integer(undefined)j(variable)k(variable)matrix(program)matrix1(variable)matrix2(variable)result(variable)sum(variable)x(constant)y(constant)z(constant)::::::::::::::compx.mpl::::::::::::::assign ( rsolve ( f(n)=1+1+sum (1+1+sum (1+1+1+1+sum (1+1+1+1+1+1+1+1, k=1..y)+1+1+1+1, j=1..z), i=1..x), f(n) ) );
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