For $2023,$ Wilma has properly determined that her taxable income is $$36,000,$ including $$3,000$ of unrecaptured $1250$ gain and $$8,200$ of

$0\frac{\%}{15}\frac{\%}{20}\%$ gain. Wilma qualifies for head$-$of$-$household filing status. Compute Wilma's tax liability and tax savings from the alternative

tax on net capital gain.

Click here to access the tax rate schedules to use for this problem.

Round your answers to the nearest dollar.

When computing Wilma's tax liability, what tax rate is used for:

The $$3,000$ of unrecaptured $1250$ gain? $12\%,$grad

The $$8,200$ of $0\frac{\%}{15}\frac{\%}{20}\%$ gain? $0\%$

Wilma's tax liability is $

$x$ and the tax saving from the alternative tax computation is $ $2023$ Tax Rate Schedules

$\backslash$table$[[$Single$-$Schedule x$,$Head of household$-$Schedule Z$],[\backslash$table$[[$If taxable$],[$income is:$],[$Over$-]],\backslash$table$[[$But not$],[$over$-]],$The tax is:$,\backslash$table$[[$of the$],[$amount$],[$over$-]],\backslash$table$[[$If taxable$],[$income is:$],[$Over$-]],\backslash$table$[[$But not$],[$over$-]],$The tax is:$,\backslash$table$[[$of the$],[$amount$],[$over$-]]],[0,$$$11,000,$dots....$\mathrm{.}10\%,0,0,$$$15,700,$dots...$\mathrm{.}10\%,$$$],[11,000,44,725,$$$1,100\mathrm{.}00+12\%,11,000,15,700,59,850,$$$1,570\mathrm{.}00+12\%,15,700],[44,725,95,375,5,147\mathrm{.}00+22\%,44,725,59,850,95,350,6,868\mathrm{.}00+22\%,59,850],[95,375,182,100,16,290\mathrm{.}00+24\%,95,375,95,350,182,100,14,678\mathrm{.}00+24\%,95,350],[182,100,231,250,37,104\mathrm{.}00+32\%,182,100,182,100,231,250,35,498\mathrm{.}00+32\%,182,100],[231,250,578,125,52,832\mathrm{.}00+35\%,231,250,231,250,578,100,51,226\mathrm{.}00+35\%,231,250],[578,125,$dots.....,$174,238\mathrm{.}25+37\%,578,125,578,100,,172,623\mathrm{.}50+37\%,578,100],[\backslash$table$[[$Married filing jointly or Qualifying widow$($er$)-],[$Schedule Y$-1]],$Married filing separately$-$Schedule Y$-2],[\backslash$table$[[$If taxable$],[$income is:$],[$Over$-]],\backslash$table$[[$But not$],[$over$-]],$The tax is:$,\backslash$table$[[$of the$],[$amount$],[$over$-]],\backslash$table$[[$If taxable$],[$income is:$],[$Over$-]],\backslash$table$[[$But not$],[$over$-]],$The tax is:$,\backslash$table$[[$of the$],[$amount$],[$over$-]]],[0,$$$22,000,$dots....$\mathrm{.}10\%,0,0,$$$11,000,$dots....$\mathrm{.}10\%,$$$],[22,000,89,450,$$$2,200\mathrm{.}00+12\%,22,000,11,000,44,725,$$$1,100\mathrm{.}00+12\%,11,000],[89,450,190,750,10,294\mathrm{.}00+22\%,89,450,44,725,95,375,5,147\mathrm{.}00+22\%,44,725],[190,750,364,200,32,580\mathrm{.}00+24\%,190,750,95,375,182,100,16,290\mathrm{.}00+24\%,95,375],[364,200,462,500,74,208\mathrm{.}00+32\%,364,200,182,100,231,250,37,104\mathrm{.}00+32\%,182,100],[462,500,693,750,105,664\mathrm{.}00+35\%,462,500,231,250,346,875,52,832\mathrm{.}00+35\%,231,250],[693,750,,186,601\mathrm{.}50+37\%,693,750,346,875,,93,300\mathrm{.}75+37\%,346,875]]$For $2023,$ Wilma has properly determined that her taxable income is $$36,000,$ including $$3,000$ of unrecaptured $1250$ gain and $$8,200$ of

$0\frac{\%}{15}\frac{\%}{20}\%$ gain. Wilma qualifies for head$-$of$-$household filing status. Compute Wilma's tax liability and tax savings from the alternative

tax on net capital gain.

Click here to access the tax rate schedules to use for this problem.

Round your answers to the nearest dollar.

When computing Wilma's tax liability, what tax rate is used for:

The $$3,000$ of unrecaptured $1250$ gain? $12\%,$grad

The $$8,200$ of $0\frac{\%}{15}\frac{\%}{20}\%$ gain? $0\%$

Wilma's tax liability is $

$x$ and the tax saving from the alternative tax computation is $