1.Identify the numerical statements from the following (a) `"3-4>0," (b) "4+7=11],[" (e) "4x-1=13," (f) "x-1=2`

Identify the composite numbers from the following. (a) 1 (b) 2 (c) 4^0+13 (d) 6027 (e) 331 (f) 79

The graph of a function fx) which is defined in [-1, 4] is shown in the adjacent figure. Identify the correct statement(s). (1) domain of f(|x|)-1) is [-5,5] (2) range of f(|x|+1) is [0,2] (3) range of f(-|x|) is [-1,0] (4) domain of f(|x|) is [-3,3]

The graph of a function fx) which is defined in [-1, 4] is shown in the adjacent figure. Identify the correct statement(s). (1) domain of f(|x|)-1) is [-5,5] (2) range of f(|x|+1) is [0,2] (3) range of f(-|x|) is [-1,0] (4) domain of f(|x|) is [-3,3]

The graph of a function fx) which is defined in [-1, 4] is shown in the adjacent figure. Identify the correct statement(s). (1) domain of f(|x|)-1) is [-5,5] (2) range of f(|x|+1) is [0,2] (3) range of f(-|x|) is [-1,0] (4) domain of f(|x|) is [-3,3]

Verify the truth of Rolle's Theorem for the following functions : f(x)=x^(2)-4x+3" on "[1,3]

The points on the line x+y =4 lying at a unit distance from the line 4x + 3y - 10 =0 are a) (-7, 11) , (3,1) b) (7, -11), (3,-1) c) (-7, 11) , (-3,7) d) (7,-3), (11, -7)

Check the validity of the Rolle's theorem for the following functions: f(x)= x^2 -4x +3 , x in [1,3]

Verify LMVT for the following function f(x)=x^(2)-3x-1,x in[-(11)/(7),(13)/(7)]