:i don't understand how to transform into vertex form at all. convert this quadratic function to vertex form. y=x^2+14x+48 then determine the minimum value of the function. correctly completes the square to convert the function into vertex form. correctly determines the minimum value of the function.

* Completing the square:
The whole premise behind 'completing the square' was to isolate the x variable by itself in the form of a quadratic function. To understand this concept, we need to look back at the whole idea that when expanding a binomial with degree 2, we will get a predictable pattern specifically:



This allowed us to then create a new concept (completing the square), where we attempt to revert back to our simplest form. To understand more about the history and proof, you can search up: "Completing the square".

It is the 3rd one

Step-by-step explanation:

the one with the line going up and on the top floor not the bottom