What are the two points if you are given f(-1)=2 and f(0)=-6?

Mar 13, 2018

$\left(0 \setminus , \setminus - 6\right)$ $\setminus \setminus \setminus , \text{ }$ $\left(- 1 \setminus , \setminus 2\right)$

are the required points.


Explanation:


Consider the function expression $\setminus \setminus f \left(x\right) = y$.

In our given values, $\setminus \setminus f \left(- 1\right) = 2 \setminus \setminus$, the values of $\setminus x \setminus$ and $\setminus y \setminus$ are:

$\setminus \setminus \setminus x = - 1 \setminus \setminus \setminus$ and $\setminus \setminus \setminus y = 2 \setminus \setminus \setminus$

So our first point will be:

$\left(- 1 \setminus , \setminus 2\right)$



Similary, the second point from $\setminus \setminus \setminus f \left(0\right) = - 6 \setminus \setminus \setminus$, will be as:

$\left(0 \setminus , \setminus - 6\right)$