Assume you have two algorithms, A and B$,$ both of which perform the same function, although their implementations differ. Assume that algorithm A has a running time of O$($N$3+2$N$2+6$N $+3)$ and algorithm B has a running time of O$(6$N$2+4$N $+10).$ Also assume that the value of N is restricted to the set of Natural numbers, including $0$; i$.$e$.,\{0,1,2,3,...\}.$ If the performances of the two algorithms are compared, assuming identical test conditions for both algorithms, at what value of N would you expect both algorithms to exhibit approximately the same efficiency?

Group of answer choices

$10$

$67$

$0$

$4$

$1$