Use MATLAB or Octave

f(x,y)=95x298xy956x+95y2+952y+9164 Use the method of gradient descent to find the (x,y) value that produces the minimum z=f(x,y) when we start gradient descent from (0,0) and use a learning rate of =0.1. Stop the gradient descent when either: i. Difference in consecutive xi values is less than 0.000001(xn+1xn