Solve the following system of equation with the help of Guass Seidel and Jacobi iterative procedure setting your calculator to 6
decimal places. Also give a comparative analysis about the methods you used is the best for this system. 5x_1+10x_2-4x_3= 25,
10x_1+5x_2= 6,
- x_3+ 5x_4= -11,
- 4x_2+ 8x_3– x_4= -11,
<span>If the radius of a circle is doubled in length, the circumference of the circle is <span>B. doubled. </span>C = 2</span><span>πr - this is the equation for circle. So if you double the radius, its circumference also doubles.</span> <span> </span>
