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If the first, second and third numbers are \[x,y,z\], respectively, which equation represents: multiplying the third number by \[3\] and adding the second number gives \[11\]?

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Question

If the first, second and third numbers are \[x,y,z\], respectively, which equation represents: multiplying the third number by \[3\] and adding the second number gives \[11\]?

Options

  • \[x-2y+z=0\]

  • \[x+y+z=6\]

  • \[y+3z=11\]

  • \[x+3y=11\]

MCQ
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Solution

The third number is \(z\), so multiplying it by \(3\) gives \(3z\). Adding the second number \(y\) produces \(y+3z=11\).

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