Question

Easiest stuff ever but I can't seem to get it

Answer 1

We are given that the function is related by the following

`y=x+1`

Let us find the missing values of x and y.

1st value:

Substitute y = 1 and solve for x

`\begin{gathered} y=x+1_{} \\ 1=x+1_{} \\ x=1-1 \\ x=0 \end{gathered}`

So, x = 0

2nd value:

Substitute x = -1 and solve for y.

`\begin{gathered} y=x+1_{} \\ y=-1+1 \\ y=0 \end{gathered}`

So, y = 0

3rd value:

Substitute x = 10 and solve for y.

`\begin{gathered} y=x+1 \\ y=10+1 \\ y=11 \end{gathered}`

So, y = 11

4th value:

Substitute y = 3 and solve for x.

`\begin{gathered} y=x+1_{} \\ 3=x+1_{} \\ x=3-1 \\ x=2 \end{gathered}`

Similarly, the rest of the values are calculated.