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If f(x) = {(x-1,",", x lt 0),(1/4,",",x ...

If `f(x) = {(x-1,",", x lt 0),(1/4,",",x = 0),(x^2,",",x gt 0):}`

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Examine the function, f(x) = {{:(x - 1",",x lt 0),(1//4",",x = 0),(x^(2)-1",",x gt 0):} Discuss the continuity and if discontinuous remove the discontinuity.

Examine the function, f(x) = {{:(x - 1",",x lt 0),(1//4",",x = 0),(x^(2)-1",",x gt 0):} Discuss the continuity and if discontinuous remove the discontinuity.

Examine the function, f(x) = {{:(x - 1",",x lt 0),(1//4",",x = 0),(x^(2)-1",",x gt 0):} Discuss the continuity and if discontinuous remove the discontinuity.

If f(x) ={(|x|,",",x lt 0),(x,",",0 le x le 1),(1,",",x gt 1):} , then f(x) is discontinuous at

If f(x) ={(|x|,",",x lt 0),(x,",",0 le x le 1),(1,",",x gt 1):} , then f(x) is discontinuous at

Let g(x)=1+x-[x] and f(x)={{:(-1",", x lt 0),(0",",x=0),(1",", x gt 0):} , then for all x , f[g(x)] is equal to

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Let g(x) = x - [x] - 1 and f(x) = {{:(-1", " x lt 0),(0", "x =0),(1", " x gt 0):} [.] represents the greatest integer function then for all x, f(g(x)) = .

Let g(x) = x - [x] - 1 and f(x) = {{:(-1", " x lt 0),(0", "x =0),(1", " x gt 0):} [.] represents the greatest integer function then for all x, f(g(x)) = .