5

Solve the following equations by using Gauss Seidel method.10 + 3X2 =14x1 12x2 2x3 = 25 + 2x2 ~ 14x3 =3[0 as the initial guess to conduct FIVE (5)Test the convergen...

Question

Solve the following equations by using Gauss Seidel method.10 + 3X2 =14x1 12x2 2x3 = 25 + 2x2 ~ 14x3 =3[0 as the initial guess to conduct FIVE (5)Test the convergence and useiterations. State the final x values. The final answer must be in four decimal places.[25 marks]

Solve the following equations by using Gauss Seidel method. 10 + 3X2 =1 4x1 12x2 2x3 = 2 5 + 2x2 ~ 14x3 =3 [0 as the initial guess to conduct FIVE (5) Test the convergence and use iterations. State the final x values. The final answer must be in four decimal places. [25 marks]



Answers

$$\text { Solve each equation analytically. Check it analytically, and then support your solution graphically.}$$ $$\frac{1}{2}(x-3)=\frac{5}{12}+\frac{2}{3}(2 x-5)$$

Use on a girl from Calcutta in this corner, this mouse on the left hand side of him. That question is five francs off the X Square. That's one minus Teoh X plus three. On a graph of the function, we say that we have only one X intercept and in a cousin of Jew pawn 39 so we have one single assumption industry question.

Observed the FX to be written in the summer of two geometric sequences, from zero to infinity of X squared to the power of and plus the sum from zero up to infinity of three acts multiplied by nine x squared. To the power of that, the first u metric. Siri's convergence for Exploited left one on the second convergence for nine X Square has be less than one or access to be less than 1/3 since what's your eastern verges? For half of extra converge, we find that have access to convert for the upset value of access to be less than one there, the intersection of the intervals for the convergence for the two.

Which was a longer for Cal. Corretta is co owned the Isthmus and the energy duties on. I will bring on the terms Children left in sight of the question. So we should get it to banks off X plus five and now minus one. So you can the graph of the function, which he then we have only one X intercept in a cousin of value. Yeah, it would be you go, Juno five on, then that's where being one single solution in this question.

Pre geometry series we have that This inside here has to be absolutely of that has to be less than one Have X -3. five. Less than one here. It's like All right, so let's go ahead and sell that. That means we have between negative one expensive three of her five and one Applying by 5 to everything here, you get a 25 selects. The next one is three inches less than five, Having 3 to everything negative to use less the next, which is us to eat. And that's our answer.


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