Let us say we have two functions that represent the time taken for program execution of two different programs $.$ T$\_\{1\}($n$)=$ n $^299+$ n $^2$; T$\_\{2\}($n$)=$ n $^300+$ n $*$ log$($n$)$ Which of the following statements is$/$are true about the two programs $?$ Assume n is the size of input $.$ Select all that apply :