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Use the Graphs of the Equations to Determine Whether the System

Question 57

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Use the graphs of the equations to determine whether the system has any solutions. Find any solutions that exist.
{5x5y=1010x+10y=20\left\{ \begin{array} { l } - 5 x - 5 y = - 10 \\10 x + 10 y = 20\end{array} \right.
 Use the graphs of the equations to determine whether the system has any solutions. Find any solutions that exist.   \left\{ \begin{array} { l }  - 5 x - 5 y = - 10 \\ 10 x + 10 y = 20 \end{array} \right.     A)   \text { The system is consistent and has one solution whose value for } x \text { is }-3 \text { and value for } y \text { is } 2  B)   \text { The system is consistent and has an finite number of solutions. }  C)   \text { The system is consistent and has an infinite number of solutions. }  D)   \text { The system is consistent and has one solution whose value for } x \text { is } 3 \text { and value for } y \text { is }-2 \text {. }  E)   \text { The system is inconsistent. }


A)  The system is consistent and has one solution whose value for x is 3 and value for y is 2\text { The system is consistent and has one solution whose value for } x \text { is }-3 \text { and value for } y \text { is } 2
B)  The system is consistent and has an finite number of solutions. \text { The system is consistent and has an finite number of solutions. }
C)  The system is consistent and has an infinite number of solutions. \text { The system is consistent and has an infinite number of solutions. }
D)  The system is consistent and has one solution whose value for x is 3 and value for y is 2\text { The system is consistent and has one solution whose value for } x \text { is } 3 \text { and value for } y \text { is }-2 \text {. }
E)  The system is inconsistent. \text { The system is inconsistent. }

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