Let M denote the determinant of a square matrix M. Let g: 0, where f(0) =...

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Let M denote the determinant of a square matrix M. Let g: 0, where f(0) = = 1 2 1 -sin 0 -1 3+√√2 4 (C) p 0 (5√2-1)> <0 >0 g(0)=√√f(0)-1+ sin 0 1 -sin 0 sin 1 sin 0+ sin 0- sin(0 1 -√(1-0)-₁ cos Cos (0+) tan (0-1) 4 log (¹) Ba T 4 cot (0+7) 108. (7) loge 4 - COS T Let p(x) be a quadratic polynomial whose roots are the maximum and minimum values of the function g (0) and p(2)=2-√√2. Then, which of the following is/are TRUE? (A) P →R be the function defined by (D) P tan (B) P 0(1+3√/2) >0 4 (5-√/2) <0 4 Let M denote the determinant of a square matrix M. Let g: 0, where f(0) = = 1 2 1 -sin 0 -1 3+√√2 4 (C) p 0 (5√2-1)> <0 >0 g(0)=√√f(0)-1+ sin 0 1 -sin 0 sin 1 sin 0+ sin 0- sin(0 1 -√(1-0)-₁ cos Cos (0+) tan (0-1) 4 log (¹) Ba T 4 cot (0+7) 108. (7) loge 4 - COS T Let p(x) be a quadratic polynomial whose roots are the maximum and minimum values of the function g (0) and p(2)=2-√√2. Then, which of the following is/are TRUE? (A) P →R be the function defined by (D) P tan (B) P 0(1+3√/2) >0 4 (5-√/2) <0 4

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