Question

Which graph represents y=⌈x⌉ over the domain 3≤x≤6 ?

Answer 1

Answer:The third graph (left of the bottom) represents  $y=\left \lceil x \right \rceil$over the domain 3≤x≤6.

Step-by-step explanation:

The Least Interger Function is represented by $y=\left \lceil x \right \rceil$.

The least integer function is a discontinuous function whose value at any number x is the smallest integer greater than of equal to x .It is denoted by  $\left \lceil x \right \rceil$.and It is also known as ceiling of x.  For example

$\left \lceil3.4\right \rceil=4,\left \lceil5.6\right \rceil=6. \left \lceil4.4\right \rceil=5$

So the third graph (left of the bottom) represents  $y=\left \lceil x \right \rceil$over the domain 3≤x≤6.

[we can see all the value of x starting from 3 pointed at y=3 and for x≤ 4 are converging to y=4 which is represented by solid dot  and so on ... ]

Answer 2

Im pretty sure the answer would be the fourth one. because a greater than or equal to. is a solid dot and just greater than is just a circle. and it get higher. so That is what im thinking the answer would be.
Hope this helps.