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Determine the Cartesian equation of the plane that passes through the points (1,2,1) and (2,1,4), and parallel to the x-axis.
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($#&(*#&$#*()$ I can't believe I forgot how to do this *stomps feet*
I can graph those points.. T_T
As you know, every equation of the form \(ax+by+cz=d\) (up to a constant multple) represents a unique plane. if it contains \((1,2,1)\) then \(x=1,y=2,z=1\) must satisfy the equation:$$ax+by+cz=d\\a+2b+c=d$$same for \((2,1,4)\):$$ax+by+cz=2\\2a+b+4c=d$$
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