LimitsHard
Question
A point (x, y), where function f(x) = [sin [x]] in (0, 2π) is not continuous, is ([.] denotes greatest integer ≤ x).
Options
A.(3, 0)
B.(2, 0)
C.(1, 0)
D.(4, -1)
Solution
f(x) = [sin[x]] = 
f(x) is discontinuous at (4, -1)
f(x) is discontinuous at (4, -1)
Create a free account to view solution
View Solution FreeMore Limits Questions
, where [.] represents greatest integer function, is equal to..., where [x] is the largest integer less than or equal to x is -...If [x] denotes greatest integer less than or equal to x, then ([13 x] + [23 x]+.....+[n3 x]) is equal to...If f(x) = , then...onsider the function f(x) = where a, b > 0 then f(x) -...