(a)[2]
Fill in the table of values.
(b)[5]
On the grid, sketch $y=f(x)$ for $-3\le x\le-0.3$ and $0.3\le x\le2$.
(c)[1]
Solve $f(x)=1$ using your graph.
(d)[1]
There is exactly one negative integer value, $k$, for which $f(x)=k$ has only one solution for all real $x$. State this value of $k$.
(e(i))[1]
Determine the equation of this straight line.
(e(ii))[3]
On the grid, draw this straight line and use it to solve $2x-\frac{1}{2x^2}-2=0$.