Question 8: Given the function y=f(x) The function (y=f'(x)) has a graph as shown below. How many integer values ​​(m in .)[-10 ; 10]) so that the function (g(x)=f( 1-2 x+m)+x^{2}-(m+1) x+m^{2}) is inverse on the interval (1 ; 2 )

Question 8: Given the function y=f(x) The function (y=f'(x)) has a graph as shown below. How many integer values ​​(m in .)[-10 ; 10]) so that the function (g(x)=f( 1-2 x+m)+x^{2}-(m+1) x+m^{2}) is inverse on the interval (1 ; 2 ) A. 1 B. 2 C. 3 D. 4 (begin{array}{l} g^{prime}(x)=-2 f^{prime}(1-2 x+m)+2 xm-1, forall …

Question 8: Given the function y=f(x) The function (y=f'(x)) has a graph as shown below. How many integer values ​​(m in .)[-10 ; 10]) so that the function (g(x)=f( 1-2 x+m)+x^{2}-(m+1) x+m^{2}) is inverse on the interval (1 ; 2 ) Read More »

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