a$.$ Insurer A: $496,666\mathrm{.}67(,$####$)$

b$.$ Insurer B: $423,333,33(.$AH##$)$

$8.$ Which Insurer $($A or B$)$ has a lower riskiness by losses $($per $10,000$ exposures$)?$ Insurer $($Enter $\text{'}$A$\text{'}$ or $\text{'}$B$\text{'})$

$9.$ Calculate the riskiness by severity for both insurers $($per $10,000$ exposures$)$:

Answer to four decimal places, rounding up $($sevin$)$

a$.$ Insurer A: $q,($#WWH$)$

b$.$ Insurer B: $q,()$

$10.$ Which Insurer $($ A or B $)$ has a lower riskiness by severity $($per $10,000$ exposures$)?$ Insurer $B($Enter $"A^2$ or $"B^2)$

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