" (i) "f(x)=[x]" for "x in[5,9]

Examine if Rolle's theorem is applicable to any of the following functions. Can you say some thing about the converse of Rolle's theorem from these example? f(x)= [x]" for "x in [5, 9] .

Examine if Rolle's theorem is applicable to any of the following functions. Can you say some thing about the converse of Rolle's theorem from these example? f(x)= [x]" for "x in [5, 9] .

Examine if Rolle's theorem is applicable to any of the following functions. Can you say some thing about the converse of Rolle's theorem from these example? f(x)= [x]" for "x in [5, 9] .

Examine the applicability of Mean Value Theorem for all three functions given below (i) f(x)=[x], " " x in [5,9] (ii) f(x)=[x], " " x in [-2,2] (iii) f(x)=1-x^(2), " " x in [1,2]

Examine the applicability of Mean Value Theorem for all three functions given in the above exercise 2. (i) f(x) = [x] for x ∈ [5,9] (ii) f(x) = [x] for x ∈ [-2,2] (iii) f(x) = [xsqrt -1] for x ∈ [1,2]

Examine if Rolle's theorem is applicable to any one of the following functions: f(x)=[x] for x in [5,\ 9] (ii) f(x)=[x] for x in [-2,\ 2] Can you say something about the converse of Rolle's Theorem from these functions?

Examine if Rolle's theorem is applicable to any of the following function. Can you say something about the converse of Rolle's theorem from these examples? f(x)=[x] for "x"in[5,9]

Examine if Rolle’s theorem is applicable to any of the following functions. Can you say some thing about the converse of Rolle’s theorem from these example? f(x) = [x] for x in [5,9]

Examine that Rolle's Theorem is applicable to the function in the given intervals , justify your answer . f(x)=[x] , x in [5,9]

Discuss the applicability of Rolle's theorem for the following functions f(x) = [x] , x in [5,9]