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Question
aph more than one line on the same coordinate plane?phing:intercept form; x and y intercepts; table of valuesr special lines: y = x, y = -x, x = c, and y = csolution is the point of intersection (x, y)el: no solutionme line: infinitely many solutionsex 2: solve \\(\
$$\begin{cases}4x - 3y = 9\\\\-8x + 6y = 12\\end{cases}$$
\\)ex 3.:ex 5: x = -3\
y = 2
Step1: Scale first equation by 2
$2\times(4x-3y)=2\times9 \implies 8x-6y=18$
Step2: Add to second equation
$(8x-6y)+(-8x+6y)=18+12 \implies 0=30$
Step3: Analyze the result
The statement $0=30$ is false, meaning no $(x,y)$ satisfies both equations.
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