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Lerok [7]
2 years ago
10

Graham receives $640,000 at his retirement. he invests x in a twenty-year annuityimmediate with annual payments and the remainin

g $640, 000 − x is used to purchase a perpetuity-immediate with annual payments. his total annual payments received during the first twenty years are twice as large as those received thereafter. the annual effective interest rate is 5%. find x.
Business
1 answer:
sergeinik [125]2 years ago
3 0
<span>For the amount invested in the 20 year annuity immediate,

the return will be;
 r/(1 - (1+r)^-n) = 0.05/(1- 1.05^-20)
= 0.0802425872
= 8.02425872% 

Now, return on perpetuity-immediate = 5% 

So, 5% + </span>8.02425872% = 13.02425872<span>

for equal returns from both investments,
X = 5/(13.02425872) x 640,000

= $245,695.365 

= $ 245,695.36 </span>
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Novak Corp. issued 2,000 8%, 9-year, $1,000 bonds dated January 1, 2022, at face value. Interest is paid each January 1.
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Answer:

Part B.

Dr Interest expense ($2,000,000 * 8%) $160,000

Cr Interest payable                                            $160,000

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Dr Interest payable $160,000

Cr Cash                            $160,000

Explanation:

<u>Part A.</u>

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Cr Bonds payables                                             $2,000,000

<u>Part B.</u>

On Dec 31, 2022, the interest accrued would be recorded as under:

Dr Interest expense ($2,000,000 * 8%) $160,000

Cr Interest payable                                            $160,000

<u>Part C.</u>

On Jan 1, 2023, the payment of the interest would be recorded as under:

Dr Interest payable $160,000

Cr Cash                            $160,000

7 0
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uranmaximum [27]

Answer:

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