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# For the two linear systems System A: 2x1 +2x2 +2x3 =−2 4x1 +7x2 +19x3 =−4 8x1 +14x2 +40x3 =−12 , System B: 2y1 +2y2 +2y3 =−4 4y1 +7y2 +19y3 =−14 8y1 +14y2 +40y3 =−34 treated as a multi system, the RREF of its double-augmented matrix and the solution?

## For the two linear systems System A: 2x1 +2x2 +2x3 =−2 4x1 +7x2 +19x3 =−4 8x1 +14x2 +40x3 =−12 , System B: 2y1 +2y2 +2y3 =−4 4y1 +7y2 +19y3 =−14 8y1 +14y2 +40y3 =−34 treated as a multi system, the RREF of its double-augmented matrix and the solution of system A and B?

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• @theking :P asked the question.
8 months ago
• @abr-1 Tony B You need to edit this question. Have a look at https://socratic.org/help/symbols

A guide: hash 2x^2 hash gives 2x^2

For multiply do not use star as it gives a dot. Use double x -&gt;xx. However, do not put xx directly next to the variable x is it goes wrong. Make sure there is a gap. Also, if you wish to group thing as a fraction you need to use brackets.

Example: hash (2x+3) / (5x-1) hash -&gt;(2x+3) / (5x-1)
3 months ago
• @abr-1 Tony B If any one submits an answer to this you will be locked out of 'question edit'
3 months ago
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