Answer:
The Sammy and Monica’s medical expense deduction for regular income tax purposes is $17,750.
Explanation:
For the purpose of regular income tax, the deduction pertaining to medical expenses are available up to the extent it exceeds 10% of AGI.
Deduction available = excess expenses incurred - 7.5% of AGI
= ($16,000 + 4,000 + 2,500
+5,000) - 7.5%*130000
= 27500 - 9.750
= $17,750
Therefore, The Sammy and Monica’s medical expense deduction for regular income tax purposes is $17,750.
Answer:
a is premillenialism
b is postmillenialism
c is amillenialism
Explanation:
for a, the answer to this question is premillinialism. this is the belief that Jesus is going to come back to this earth phsyically. It can aslo be referred to as the second coming of Jesus christ. And he would come before the millenium
Given:
April 1 - <span>Griffith publishing company received $1,548 from Santa Fe, inc. for 36-month subscriptions.
</span><span>
1,548 / 36 months = 43 per month.
Assuming that the amount is paid in cash.
Debit Credit
April 1:
Cash 1,548
Unearned Revenue 1,548
April 30:
Unearned Revenue 43
Revenue Fees 43
May 31:
Unearned Revenue 43
Revenue Fees 43
June 30:
Unearned Revenue 43
Revenue Fees 43
</span>July 31
Unearned Revenue 43
Revenue Fees 43
August 31:
Unearned Revenue 43
Revenue Fees 43
September 30:
Unearned Revenue 43
Revenue Fees 4<span>3
</span>
October 31:
Unearned Revenue 43
Revenue Fees 43
November 30:
Unearned Revenue 43
Revenue Fees 43
December 31:
Unearned Revenue 43
Revenue Fees 4<span>3
</span>
Book Value of Unearned Revenue is: 1,548 - (43*9) = 1,548 - 387 = 1,161
Since it is a monthly subscription, the unearned revenue must always have an adjusting entry at the end of the month because Griffith company has already earned some of the prepaid fees.
Answer: The correct answer is e). 3.67%
Explanation: An ordinary annuity is a series of payments made at the end of each period.
The formula for ordinary annuity is PV = PMT × ((1 - (1 + r) ^ -n)/ r)
Where; PMT = the periodic cash payment; r = the interest rate per period; n = the total number of periods and PV = present value.
Therefore; 3500000 = 250000×((1-(1+r)^-20)/r
This will give the rate as 3.67%
