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DIRECTIONS : Using Graphical Method
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ANSWER : For #1. -x + y = 4
- [tex]\red{\boxed{ \red{\boxed{ \rm x=y-4 \: or \: y=x+4 }}} }[/tex]
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SOLUTION 1: solve for x
- [tex]\rm{ -x+y=4 }[/tex]
- [tex]\rm{ -x=4-y }[/tex]
- [tex]\rm{ \frac{-x}{-1}=\frac{4-y}{-1} }[/tex]
- [tex]\rm{ x=\frac{4-y}{-1} }[/tex]
- [tex]\rm\red{\underline{ \: x=y-4 }}[/tex]
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SOLUTION 2: solve for y
- [tex]\rm{ -x+y=4 }[/tex], we'll just add x to both sides so the answer is [tex]\rm\red{\underline{ \: y=4+x }}[/tex]
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ANSWER : For #2. -x + y = 5
- [tex]\red{\boxed{ \red{\boxed{ \rm x=y-5\: or\: y=x+5 }}} }[/tex]
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SOLUTION 1: solve for x
- [tex]\rm{ -x+y=5 }[/tex]
- [tex]\rm{ -x=5-y }[/tex]
- [tex]\rm{ \frac{-x}{-1}=\frac{5-y}{-1} }[/tex]
- [tex]\rm{ x=\frac{5-y}{-1} }[/tex]
- [tex]\rm\red{\underline{ \: x=y-5 }}[/tex]
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SOLUTION 2: solve for y
- [tex]\rm{ -x+y=5 }[/tex], like what we did earlier, we'll just add x to both sides so the possible answer is [tex]\rm\red{\underline{ \: y=5+x }}[/tex]
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#CarryOnLearning
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