The statement "The product of $y$ and 5 added to 6" can be algebraically written as .

5 (y + 6)

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5 y + 6

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\frac{y}{5}

+ 6

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\frac{5}{y}

+ 6

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Solution

The correct option is B $5 y + 6$
The product of $y$ and 5 means $y$ is multiplied by 5 which gives us the expression $5 y .$
$5 y$ when added to 6 gives us $5 y + 6.$

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Find x and y if $(\begin{matrix} x + 3 & 4 y - 4 & x + y \end{matrix}) = (\begin{matrix} 8 & 4 2 & 11 \end{matrix})$

(6 + \sqrt{5}) \times (6 - \sqrt{5}) = 6 x - 5 y

x =

y =

\frac{5 y - 4}{8} - \frac{y - 3}{5} = \frac{y + 6}{4}

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