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a garden table and a bench cost 573 combined. The garden table costs 77.00 less than the bench. what is the cost of the bench

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Let 'x' represent the cost of the garden table.

Let 'y' represent the cost of the bench.

Therefore, from the first statemenet


x+y=573\ldots\ldots.1

From the second statement,


x=y-77\ldots\ldots2

Substitute x = y - 77 into equation 1


\begin{gathered} x+y=573 \\ y-77+y=573 \end{gathered}

Collect like terms


\begin{gathered} y+y=573+77 \\ 2y=650 \end{gathered}

Divide both sides by 2


\begin{gathered} (2y)/(2)=(650)/(2) \\ y=325 \end{gathered}

Therefore, the cost of the bench is 325.

User Vishal Ghosh
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