Final answer:
The tax effect of rent revenue collected in advance in the deferred tax account is $10 million.
Step-by-step explanation:
Option 1: To calculate the total amount of DePaul Corporation's deferred tax asset and liability, we need to subtract the deferred tax asset balance from the deferred tax liability balance. In this case, the total deferred tax amount can be calculated as follows:
Total deferred tax amount = Deferred tax liability - Deferred tax asset
= $68 million - $16 million
= $52 million
The total amount of DePaul Corporation's deferred tax liability is $52 million.
Option 2: The estimated warranty expense is treated as a temporary difference because it is recognized as an expense for accounting purposes in the year of sale but is tax-deductible when paid. To account for this temporary difference in the deferred tax account, we would need to calculate the tax effect of the estimated warranty expense. The tax effect is calculated by multiplying the estimated warranty expense by the tax rate:
Tax effect of estimated warranty expense = Estimated warranty expense * Tax rate
= $15 million * 40%
= $6 million
The tax effect of the estimated warranty expense in the deferred tax account is $6 million.
Option 3: The tax rate used for reporting deferred tax amounts on DePaul Corporation's balance sheet is 40%. This tax rate is applied to calculate the tax effect of temporary differences and determine the deferred tax asset and liability balances.
Option 4: Rent revenue collected in advance is reflected in DePaul Corporation's deferred tax accounts based on when it becomes taxable and when it is recorded as income. Since the rent revenue is collected in advance and taxable in the year collected but recorded as income when earned the following year, there is a temporary difference. The tax effect of this temporary difference is calculated by multiplying the rent revenue collected in advance by the tax rate:
Tax effect of rent revenue collected in advance = Rent revenue collected in advance * Tax rate
= $25 million * 40%
= $10 million