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Answer two questions about Systems 
A and 
B :




System 
A
System 
B



{[-2x+5y=10],[-3x+9y=6]:}

{[-3x+9y=6],[-2x+5y=10]:}





How can we get System 
B from System 
A ?

Choose 1 answer:
(A) Replace one equation with a multiple of the
(B) Replace one equation with a multiple of itse
Do 5 problems

Answer two questions about Systems A A and B B :\newline\begin{tabular}{cc} \newlineSystem A A & System B B \\\newline \left\{\begin{array}{l}-2 x+5 y=10 \\\(\newline-3 x+9 y=6\end{array}\right. \) & \left\{\begin{array}{l}-3 x+9 y=6 \\\(\newline-2 x+5 y=10\end{array}\right. \)\newline\end{tabular}\newline11) How can we get System B B from System A A ?\newlineChoose 11 answer:\newline(A) Replace one equation with a multiple of the\newline(B) Replace one equation with a multiple of itse\newlineDo 55 problems

Full solution

Q. Answer two questions about Systems A A and B B :\newline\begin{tabular}{cc} \newlineSystem A A & System B B \\\newline \left\{\begin{array}{l}-2 x+5 y=10 \\\(\newline-3 x+9 y=6\end{array}\right. \) & \left\{\begin{array}{l}-3 x+9 y=6 \\\(\newline-2 x+5 y=10\end{array}\right. \)\newline\end{tabular}\newline11) How can we get System B B from System A A ?\newlineChoose 11 answer:\newline(A) Replace one equation with a multiple of the\newline(B) Replace one equation with a multiple of itse\newlineDo 55 problems
  1. Look at Systems: Look at System A and System B, they have the same equations but in reverse order.
  2. Switch Equations: To get System BB from System AA, we just need to switch the order of the two equations.
  3. Answer Explanation: So, the answer is (A) Replace one equation with a multiple of the other, but that's not what we did. We just switched them. Oops, that's not right.

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