Question: How do I solve this? Question 2 Part (II) [5 marks] The curve 52 x2 + 72 x y + 73 y2 = 2500 in

How do I solve this?

How do I solve this? Question 2 Part (II) [5 marks] The

Question 2 Part (II) [5 marks] The curve 52 x2 + 72 x y + 73 y2 = 2500 in R2 is written in the form of x/Ax = 2500, where 52 36 X = and A = 36 73 The symmetric matrix A can be orthogonally diagonalised as A = PDP-, where 0 P is the orthogonal matrix and D) is the diagonal matrix 0 Give the values of X1, 12 in the boxes below. X1 = Number and 12 = Number The curve is Click for List James wants to find the (@, y)-coordinates of a point on the curve which is closest to the origin. (There are two possible answers but you must enter only one of them.) Please help James by entering your answer in vector form, in Maple syntax, in the box below. Note: If the (, y)-coordinates of your answer is (10, 12), enter

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