The orders of magnitude of the highest and lowest frequencies are [tex]10^5[/tex] and [tex]10^1[/tex]. This means that their ratio is
[tex]\dfrac{10^5}{10^1}=10^4=10000[/tex]
Since the highest frequency has the lesser coefficient, the ratio will be less than 10.000. So, an estimate can be "between 1.000 and 10.000"
For the record, the answer is
[tex]\dfrac{1.5\cdot 10^5}{7.5\cdot 10^1} = 0.2\cdot 10^4 = 2.000[/tex]
which is indeed between 1.000 and 10.000.