It is discontinuous at `x = -2` but continuous at every other point.
It is. continuous only in the interval ` (-3, -2).`
It is discontinuous at `x = 0` but continuous at every other point.
It is discontinuous at every point.
Only `1`
Only `2`
Both `1` and `2`
Neither `1` nor `2`
Only I
Only II
Both I and II
Neither I nor II
`-1`
`1`
`0`
`2`
`-1`
`0`
`1`
`2`
`6`
`3`
`2`
`1`
`0`
`3`
`3/pi`
`6/pi`
`1`
`0`
`-1`
`-2`
`1`
`0`
`-1`
`-2`
Only 1
Only 2
Both 1 and 2
Neither 1 nor 2
`1/4`
`1/2`
`1`
`2`
Only I
Only II
Both I and II
Neither I nor II
Only I
Only II
Both I and II
Neither I nor II
`f(x)` is discontinuous everywhere
`f(x)` is continuous everywhere
`f(x)` is continuous at `x = 0` only
`f(x)` is discontinuous at `x = 0` only
Only I
Only II
Both I and II
Neither I nor II
`3`
`2`
`1`
`-1`
`1`
`2`
`3`
infinite
`f(x)` is continuous at every `x in R`
`f(x)` is continuous at `x = 0` only
`f(x)` is discontinuous at `x = 0` only
`f(x)` is discontinuous at every `x in R`
`1`
`-1`
`2`
`-2`
`f` is not differentiable only at `0`
`f` is differentiable at `0` only
`f` is differentiable everywhere
`f` is non-differentiable at many points
`p = 0`
`p> 0`
`p < 0`
No value of `p`
`a =2, b = 3`
`a= 3, b = 2`
`a = -2, b = - 3`
`a=- 3, b = -2`