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Write the following equations in matrix form (Axa)x- 14 - - 2y - 32b) 8012y + 162c) * + 3v+72 - 283. Solve Exercise using MATLAB:Create . vcctor such that title on ...

Question

Write the following equations in matrix form (Axa)x- 14 - - 2y - 32b) 8012y + 162c) * + 3v+72 - 283. Solve Exercise using MATLAB:Create . vcctor such that title on the graph:where * = [1,2,34,5,6,7.8,9,10] Plot the result on an XY graph: Label the = andy-3resE allaganCreate a graph of x =[2468 10 12]and Y [8 32 72 128 200 288] Label the graph using green squares for the symbols connected with = dashcd black Iine.

Write the following equations in matrix form (Ax a)x- 14 - - 2y - 32 b) 80 12y + 162 c) * + 3v+72 - 28 3. Solve Exercise using MATLAB: Create . vcctor such that title on the graph: where * = [1,2,34,5,6,7.8,9,10] Plot the result on an XY graph: Label the = andy-3resE allagan Create a graph of x =[2468 10 12]and Y [8 32 72 128 200 288] Label the graph using green squares for the symbols connected with = dashcd black Iine.



Answers

Write a system of linear equations in $x$ and $y$ represented by each augmented matrix. $$\left[\begin{array}{rr|r}1 & -6 & 8 \\0 & 1 & -2\end{array}\right]$$

They're giving person given thanks. Things when and in six. Ever. Why as a living and the metrics Eggs on dance x y They're as element And the instant heretics he dance Yeah. Hey, Anything? Thanks. Uh, it's on. The even linear system is Thanks. Thanks. On vinyl six Jeanne minus I. But eggs thing Ellen, You right? Oh, was give doing that X is equal. A You are You like it in waas? Fight X A universe B is equal. Let digs when minus six. Jeanne Minus right, Right. But thank you. Get antics in this one X is and there is Thanks. Um, is thank you, minus one.

In an elemental matrix. We know that the matrix to the left off the divider, they say coefficient matrix. So an each role in the Matrix. This an equation within the system off equations. So from the first row, we know that the first equation is X plus five y plus two z equals toe 14 because each color in the coefficient matrix correspond toe the coefficient off one variable. So the first column corresponds to the coefficients off the X off. The X variable Second column consists off the coefficient off my rare books, and the column consists off coefficients for those e variable. So we are looking at role to We know that the second equation is why minus eight Z equals two to and from the third row, we know that Z is equal to negative three.

All anyone. This person on the vault, someone in prison for human off Monday night he's out for for some time. So very very. But we that this is for a terrible disease on why they report their little and this is what it is. Don't be saw you into accepting to eggs last one in the white that his wife Let's do there. That is there. This is Britain ordered way. I left the white that minus plus You don't hear that, you know, gurgle then he wasn't fighting last year during the white that, you know, let's minus 40. Who there've been minus four did minus 11. So these are just some one he ran off.

Okay. We have Ah, normative matrix. Here on we'd like to write out as systems of linear equations each wrote will be a different equation on We see with this, Linus, the names on the right are what are is Our equations are equal to the constant on left. Here we have the coefficients in front of all of our variables. We'll be taking the first column as our coefficient for X variable. Second column For why? On a third column for Zet. So taking our first rate, which is our first equation. We can see we have to access. We've got zero wise on one Zet we consume. This is equal to nine. Moving on to our second right, which is our second equation. We've got zero exits. We've got minus a Y on minus. Is that an obvious minus on? This is equal to five. And then for our third and final row, you could see you've got three exes. We've got single. Why? We've gotten those ads on this is equal to eight. On these are is our system off linear equations


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