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slavikrds [6]
3 years ago
10

Universal Travel Inc. borrowed $500,000 on November 1, 2013, and signed a 12-month note bearing interest at 6%. Interest is paya

ble in full at maturity on October 31, 2014. In connection with this note, Universal Travel Inc. should report interest payable at December 31, 2013, in the amount of:
A. $8,000.
B. $30,000.
C.$5,000.
D. $25,000.
Business
1 answer:
valentinak56 [21]3 years ago
6 0

Answer:

C.$5,000.

Explanation:

November 1, 2013

Amount of Loan = $500,000

As the Interest is payable at maturity, at December 31, 2013 only one month of interest expense is accrued, which is not paid, Following Journal entry will be passed tor record the interest expense.

Dr.  Interest Expense               $2,500

Cr.  Interest Payable on Note  $2,500

Interest Expense = $500,000 x 6% x 2/12 = $5,000

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Colin is 40 years old and wants to retire in 27 years. His family has a history of living well into their 90s. Therefore, he est
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Answer:

$2.1 million

Explanation:

Colin will retire at 67 and expects to live 28 more years. Be believes that he will need approximately $112,500 (in current dollars) per year to live while he is retired. His social security benefits are $30,000 + $20,000 in a government sponsored annuity (in current dollars) per year, so that means that he needs to cover the remaining $62,500. In order to calculate this, I will assume that Colin receives his first distribution on his 67th birthday (annuity due) and each distribution is made on an annual basis and received on the subsequent birthdays until he turns 94 (28th distribution).  

The $62,500 that Jordan expects to need once he retires must be adjusted to inflation (3%). In 27 years they will equal $62,500 x (1 + 3%)²⁷ = $138,830.56

Using an excel spreadsheet, I calculated the present value of Colin's 28 distributions using an 8% discount rate = $2,064,637.04 , which we can round up to $2.1 million

Colin currently has $200,000 in his retirement account and in 27 years (age 67), his account will be worth $200,000 x (1 + 8%)²⁷ = $1,597,612.29

this means that Colin will be $2,064,637.04 - $1,597,612.29  = $467,024.75 short

using the future value of an annuity formula, we can calculate the annual contribution:

annual contribution = future value / annuity factor

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  • FV annuity factor, 8%, 27 periods = 87.35077

annual contribution = $467,024.75 / 87.35077 = $5,346.54

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