Question

Is (6,7) a solution of -15 + 3y < x? Explain.

Answer 1

Since 6 is not less than 6, it means that the point (6,7) is not a solution of

-15 + 3y < x

Step-by-step explanation:

Given the below inequality;

`-15+3yLet's go ahead and determine if (6,7) is a solution to the above inequality by substituting x = 6 and y = 7 into the above inequality;[tex]\begin{gathered} -15+3(7)<6 \\ -15+21<6 \\ 6<6 \end{gathered}`

Since 6 is not less than 6, it means that the point (6,7) is not a solution of

-15 + 3y < x