Answer
\begin{array}{|c|c|c|}
\hline
B_0\;{(\rm T)}& B\;{(\rm T)} & \color{red}\mu\;{(\rm T.m/A)}\\
\hline
0 & 0 &{\rm \color{red}{undefined}} \\\\
\hline
0.13\times10^{-4} & 0.0042&\color{red}{ 4.06\times10^{-4}}\\\\
\hline
0.25\times10^{-4} & 0.010 & \color{red}{ 5.03\times10^{-4}} \\\\
\hline
0.5\times10^{-4}& 0.028 & \color{red}{ 7.04\times10^{-4}} \\\\
\hline
0.63\times10^{-4}& 0.043& \color{red}{ 8.85 \times10^{-4} }\\\\
\hline
0.78\times10^{-4}& 0.095& \color{red}{ 15.3 \times10^{-4} }\\\\
\hline
1.0\times10^{-4}& 0.45& \color{red}{ 56.5 \times10^{-4} }\\\\
\hline
1.3\times10^{-4}& 0.67& \color{red}{ 64.8 \times10^{-4} }\\\\
\hline
1.9\times10^{-4} & 1.01& \color{red}{ 66.8 \times10^{-4} }\\\\
\hline
2.5\times10^{-4} & 1.18& \color{red}{ 59.3 \times10^{-4} }\\\\
\hline
6.3\times10^{-4} & 1.44& \color{red}{ 28.7 \times10^{-4} }\\\\
\hline
13\times10^{-4} & 1.58& \color{red}{ 15.3 \times10^{-4} }\\\\
\hline
130\times10^{-4} & 1.72 & \color{red}{ 1.66 \times10^{-4} }\\\\
\hline
1300\times10^{-4} & 2.26 & \color{red}{ 0.218 \times10^{-4} }\\\\
\hline
10000\times10^{-4} & 3.15 & \color{red}{ 0.040 \times10^{-4} }\\\\
\hline
\end{array}
Work Step by Step
We know that the magnetic permeability is given by
$$B_0=\mu_0 n I$$ and hence, $$B=\mu n I$$
Divide $B$ by $B_0$ and solve for $\mu$;
$$\dfrac{B}{B_0}=\dfrac{\mu n I}{\mu_0 n I}$$
Thus,
$$ \mu=\dfrac{\mu_0 B}{B_0} $$
$$\boxed{\mu=4\pi \times10^{-7}\left(\dfrac{B}{B_0 }\right)} $$
We need to use this formula to find the values of $\mu$s, as you see in the table below.
\begin{array}{|c|c|c|}
\hline
B_0\;{(\rm T)}& B\;{(\rm T)} & \color{red}\mu\;{(\rm T.m/A)}\\
\hline
0 & 0 &{\rm \color{red}{undefined}} \\\\
\hline
0.13\times10^{-4} & 0.0042&\color{red}{ 4.06\times10^{-4}}\\\\
\hline
0.25\times10^{-4} & 0.010 & \color{red}{ 5.03\times10^{-4}} \\\\
\hline
0.5\times10^{-4}& 0.028 & \color{red}{ 7.04\times10^{-4}} \\\\
\hline
0.63\times10^{-4}& 0.043& \color{red}{ 8.85 \times10^{-4} }\\\\
\hline
0.78\times10^{-4}& 0.095& \color{red}{ 15.3 \times10^{-4} }\\\\
\hline
1.0\times10^{-4}& 0.45& \color{red}{ 56.5 \times10^{-4} }\\\\
\hline
1.3\times10^{-4}& 0.67& \color{red}{ 64.8 \times10^{-4} }\\\\
\hline
1.9\times10^{-4} & 1.01& \color{red}{ 66.8 \times10^{-4} }\\\\
\hline
2.5\times10^{-4} & 1.18& \color{red}{ 59.3 \times10^{-4} }\\\\
\hline
6.3\times10^{-4} & 1.44& \color{red}{ 28.7 \times10^{-4} }\\\\
\hline
13\times10^{-4} & 1.58& \color{red}{ 15.3 \times10^{-4} }\\\\
\hline
130\times10^{-4} & 1.72 & \color{red}{ 1.66 \times10^{-4} }\\\\
\hline
1300\times10^{-4} & 2.26 & \color{red}{ 0.218 \times10^{-4} }\\\\
\hline
10000\times10^{-4} & 3.15 & \color{red}{ 0.040 \times10^{-4} }\\\\
\hline
\end{array}
Now we can easily plot the dots and draw the graph, as you see below.
