Please help!! I need someone who’s good in Algebra II to answer this question. Thank you!

Choice D

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Explanation:

The numbers in the first matrix represent the coefficients of the x,y and z variable terms.

Along the first row we have 5, 2 and 1 in that order. This means we have 5x+2y+1z. This is the same as 5x+2y+z. This is set equal to 16 due to the 16 in the first row of the third matrix on the right hand side. The first equation is therefore 5x+2y+z = 16.

The second row has 7, -5, 2 in the first matrix. So we have 7x-5y+2z. It is set equal to 3 because it is in the second row of the third matrix. We have 7x-5y+2z = 3 as the second equation.

Finally the third row has -5, 3, 1 in the first matrix and 12 in the second matrix. Therefore we end up with -5x+3y+1z = 12 which is the same as -5x+3y+z = 12.

Side note: choice A is a trick answer. Note the second copy of x in the first equation. That should be a z.

the ratio of balloons to tables is 5: 2 and the constant variation is 5.

the equation is y=5x

"a" determine whether sage found the correct quotient. show your work

step-by-step explanation: