Use the definition of Big$-$Oh to complete the following proof to show whether the following assertion is true or false. Follow the structure of the examples provided in the lecture slides.

fill$-$in the empty blanks with the options provided.

Assertion: $($n$+1)^4/[$sigma$(1^$i$)-=0$ to n$]$ is o$($n$^2)$

Given the definition of Big$-$Oh: $\_\_\_\_\_$ for c $\_\_\_$ and n $\_\_\_$

Choose n$0\_\_\_$

Assume $\_\_\_\_$

find a c $\_\_\_=\_\_\_<=\_\_\_\_$

Therefore, f$($n$)\_\_\_\_$ O$($n$^2)$

is f$($n$)/$g$($n$)$ or

g$($n$)/$ f$($n$)$