An elimination reaction is a type of organic reaction in which two substituents are removed from a molecule in either a one- or two-step mechanism. The one-step mechanism is known as the E2 reaction, and the two-step mechanism is known as the E1 reaction. The numbers refer not to the number of steps in the mechanism, but rather to the kinetics of the reaction: E2 is bimolecular (second-order) while E1 is unimolecular (first-order). In cases where the molecule is able to stabilize an anion but possesses a poor leaving group, a third type of reaction, E1CB, exists. Finally, the pyrolysis of xanthate and acetate esters proceed through an "internal" elimination mechanism, the Ei mechanism.
I have to use the Gauss-Jordan elimination to find the vector equation of the following in the format r=(a,b,c)+t(x,y,z)
Matrix: row1=[6 8 -3|9]
row2=[10-2-5|15]
I got a wrong answer so can you help me solve for the vector equation please I have this answer r=(0,0,1/2)+t(1, 0,3/2)...
Gauss-Jordan Elimination Method Help!
Hi, I'm having a problem solving the following using the Gauss-Jordan Elimination Method. I am wondering if someone can help me...
i.e.
[ [2 5 -1 -3]
[1 -1 4 20]
[3 2 -1 3]]
I've tried solving it by... R1<-->R2, R2+(-1)R1, R3+(-3)R1...
How can I use elimination to solve a system of three equations that are 3-dimensional using elimination? When I do it the point I find doesn't work for all three equations.
S =
Columns 1 through 3
1.0000 0 0
0 1.0000 0
0 0 1.0000
Columns 4 through 5
0.2750 -0.2786
-0.1750 0.5929
0.2250 0.1357
Which is the rref of
A =
2 9 9 1 6
2...
Any help on this one would be greatly appreciated. Due to that I can't find much of a connection (due to lack of inconsistent set of linear equations), and the fact that I'm unable to explain it properly, can someone please help me?
Here's the question:
If a system of linear equations is...
I love the TV show Most Extreme Elimination Challenge also known as MXC. It is horrible and has no redeeming social value, but I laugh my butt off. Anything that is voiced over in English I find funny, but this game is completely out of control. Anyone else a fan? My wife and I love to watch...
I tried to solve this Gaussian elimination algorithm problem (matrices) but for some reason when I plug in the x variables it doesn't work. The problem is:
Alright so the first thing I did was divide the 1st row by 1/3 (scaling). Then I made the entries below the first pivot equal to 0...
I tried to solve this Gaussian elimination algorithm problem (matrices) but for some reason when I plug in the x variables it doesn't work. The problem is:
Alright so the first thing I did was divide the 1st row by 1/3 (scaling). Then I made the entries below the first pivot equal to 0...
I am not sure how to solve this:
Given an augmented matrix, find conditions on a, b, c for which the system has solutions:
-1 -2 3 b
-1 -6 23 c
-3 2 4 a
so by Gaussian elimination, the matrix I ended up with is
1 2 -3 -b
0 4 -20 b-c
0 0 -35...
I need a math guru to explain why and how the elimination method of solving simultaneous equations works ?
why do we add or subtract the two equations ?(I undertand in order to eradicate either term) but I need to know from the basics .
For that matter, how/why does the substitution method...
I'm still having trouble with Guassian elimination and finding the Inverse of a Matrix. I tend to get confused with the switching of the rows or factoring out something.
Example matrix
1 1 1 | 1
1 1 -2 | 3
2 1 1 | 2
so it's a system of linear equations and I...