Find the derivative matrix for the functions at the given points. Then find
f o k; (s0,t0)=(1,1).
a) k(s,t)= (1,2,3)+s(4,5,6)+t(7,8,9) ; (s0,t0)=(1,1)
b) f(x,y) = (x+2y+3, 4x+5y+6) ; X0= (0,0)
Let us first write the definition of the derivative matrix for the functions at the given points.
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