Use the information in question $1$ to respond to this question.

Reporting the number of cases as a percentage is reporting the number of cases per $100$ individuals. For example, the state of Washington had reported $547$ cases. That means:

$547$

$22859$

$=$

$0\mathrm{.}0239293057$

$=$

$2\mathrm{.}39293057$

$100$

$=$

$2\mathrm{.}39293057$

$\%$

$$

$2\mathrm{.}39$

$\%$

or roughly $2$ cases reported from the state of Washington for every $100$ cases reported from the $50$ U$.$S$.$ Sometimes instead of reporting values as a percentage $($per $100)$ values are reported per $1,000,$ or per $10,000.$ With that, it would be reported that for the state of Washington had

$0\mathrm{.}0239293057$

$=$

$23\mathrm{.}9293057$

$1$

$,$

$000$

$=$

$239\mathrm{.}293057$

$10$

$,$

$000$

roughly $24$ cases reported for every $1,000$ cases reported for the $50$ U$.$S$.,$ or roughly $239$ cases reported for every $10,000$ cases reported for the $50$ U$.$S$.$ states.

For your state, what number of cases were reported for every $1,000$ cases reported for the $50$ U$.$S$.$ and what number of cases were reported for every $10,000$ cases reported for the $50$ U$.$S$.?$ When you report the number of cases per $1,000$ and $10,000$ please make sure you round to the nearest whole number of cases.

My state has $146$ cases