Solution
= Solution
{c}
Normalization of the <probability density function> requires
$$
1=c\int_1^\infty x^{-t}\,dx=\frac c{t-1}.
$$
Hence $\boxed{c=t-1}$. The distribution is a <Pareto distribution> with minimum one and shape parameter $t-1$.
= Solution
{c}
Normalization of the <probability density function> requires
$$
1=c\int_1^\infty x^{-t}\,dx=\frac c{t-1}.
$$
Hence $\boxed{c=t-1}$. The distribution is a <Pareto distribution> with minimum one and shape parameter $t-1$.