The symbol [ ] denotes the greatest integer function defined by [x]= the greatest integer n suc

Question

The symbol [  ] denotes the greatest integer function defined by [x]= the greatest integer n suc

Sri K · Accepted Answer

At the point $x=0$, the function has a maximum value of 2. At the point

The symbol $[\quad]$ denotes the greatest integer function defined by $[x]=$ the greatest integer $n$ such that $n \leq x .$ For example, $[2.8]=2$, and $[-2.7]=-3$ .Use the graph of the function to find the indicated limit, if it exists. $$\lim _{x \rightarrow 2.4}[2 x]$$