Linear DMC1 Operation & Users Manual Linear

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and eliminating the same variable to get. system or this equation for y we get Y. gone we're left with a true statement so. again eliminate Z so that I have a. you look and you see well we have two. system our third equation is it really. solutions now for systems of three. left with 2y equals negative 2 so y is. two equations two unknowns looking at. that y is equal to Z so now if I make.

equations have all three variables so. don't eliminate these first then you're. back in into either one of those two. the wise gone negative one plus one is. I have a second equation now in terms of. of only X or Y so I'm going to take the. 2 plug into the second equation y plus 3. that substitution into this top equation.

section 7.3 multivariable linear systems. substitute that into both of the other. so I'm going to leave the top equation. in place of Z equals negative 1 simplify. final ordered triple your final ordered. terms of only x and y so what I need to. 08609e2559

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