Write the axis to which following lines are parallel 3x-6=0
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Step-by-step explanation:
Any line parallel to y=−3x+6
will be in the form y=−3x+c for some constant c
If (x,y)=(−3,−5) is a solution to such an equation, then replacing y with (−5) and x with (−3) gives
−5=(−3)⋅(−3)+c
→−5=9+c
→c=−14
So the desired parallel line would have the equation
y=−3x−14
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