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Question 3 (6 marks) Let f(x,y)=eylnx Find the approximate value of f(1,1) by calculating the Taylor series expansion up to second order about the point
Question 3 (6 marks) Let f(x,y)=eylnx Find the approximate value of f(1,1) by calculating the Taylor series expansion up to second order about the point (1,0). Show all your steps and working clearly. (Note: Make sure you input the correct values of x0,y0,hx and hy )
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