$($A & D$)$ Sally owns real property for which the annual property taxes are $$8,084.$ She sells the property to Kate on May $23,2024,$ for $$673,650.$ Kate pays the real property taxes for the entire year on October $1,2024.$

$2024$ is a leap year consisting of $366$ days. Round any division to four decimal places. Round your final answers to the nearest dollar.

a$.$ How much of the property taxes can be deducted by Sally and how much by Kate?

Sally can deduct $

X and Kate can deduct $

X of the property taxes.

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b$.$ What effect does the property tax apportionment have on Kate's adjusted basis in the property?

Kate's adjusted basis for the property

$$ by the amount apportioned to Sally.

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c$.$ What effect does the apportionment have on Sally's amount realized from the sale?

Sally paid none of the real property taxes. She $$ permitted to deduct her apportioned share of the taxes. Her amount realized

$$ by this amount.

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d$.$ How would the answers in parts $($b$)$ and $($c$)$ differ if Sally paid the taxes?

If Sally paid the taxes, Sally's amount realized would be : $q,.$ Kate's adjusted basis would be $ $q,$