We wish to implement the Goal Seek and$/$or Solver tools in Excel to solve the following equation, where $x$ is the conversion in a chemical reaction. Ke is a constant and depends upon temperature $($determined by the user$),$ and $P$ is the pressure $($chosen by the user$).$ Ke and $P$ are therefore set for a reaction and the independent variable $($unknown$)$ is $x.$

$\frac{16x^2(2-x{)}^2}{27(1-x{)}^4{P}^2}-K_e=0$

Which of the following statements below are true regarding the use of the Goal Seek tool to find the solution $(x)?$ Select all that are true.

$($check all that apply$)$

If we have a vector of inputs $($e$.$g$.,$ a vector of $P$ values$)$ that we'd like to perform a case study on$,$ the Solver tool can easily be modified to accommodate vectors of an input.

The Goal Seek tool will work fine for solving for a single condition of Ke and P$.$

The Solver tool provides a "live solution" $-$ if we adjust Ke or P then the corresponding solution $(x)$ will automatically be recalculated.

If we have a vector of inputs $($e$.$g$.,$ a vector of $P$ values$)$ that we'd like to perform a case study on$,$ the Goal Seek tool can easily be modified to accommodate vectors of an input.

The Goal Seek tool provides a "live solution" $-$ if we adjust Ke or P then the corresponding solution $(x)$ will automatically be recalculated.