In Qbasic language, arranging the following numbers from smallest to greatest in one dimensional matrix by: [55 34 28 22 99 89] FORI-1 TOS FOR J=1 TOS IF BI + 1)> B() THEN S SWAP BJ - 1), BJ) 5 NEXTJ FORI-1 TO 6 FOR J=1 TO6 IF B(I + 1)< B(J) THENS SWAP B(J + 1), BJ) 5 NEXT J FORI=1 TO6 FOR J=1 T06 FORI=1 TOS IF BI + 1)> B() THEN S SWAP BJ + 1), BJ) S NEXT J FOR J=1 TOS IF BJ + 1)< B(J) THEN S SWAP BI + 1), B() 5 NEXT I

Q: In Qbasic language, arranging the following numbers from smalest to greatest in one dimensional…

A: Answer : Last option is the right answer.

Q: in Qbasic language, arranging the following numbers from smalest to greatest in one dimensional…

A: Arranging the numbers  from smallest to greatest in one dimensional matrix

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Q: (Row Replacement) Another very common row operation from lincar algebra is the row replacement.…

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A: your question is about matlab. let's solve them

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Q: Let m be a matrix with n rows and n columns whose entries are either 1 or 0. recall that the element…

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A: Answer :  F(2:3,3:4)=4*ones(2,2)

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A:

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A: The answer is given below .

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Q: Assignment (Math application): Write a program that prompts the user to enter a 3 x 3 matrix of…

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Q: Use the matrix A= 1 3 5 5 -4 6 7 8 -9 B =4 6 -2 7 2 3 1 3 -4 C = -1 Using the above matrices A, B…

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A: SUMMARY: - hence we discussed all the points.

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Q: trassen's matrix multiplication algorithm follows a Greedy method. True/False?

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A: Note: As you have asked a multipart question, as per our policy, we will solve the first three parts…