Answer:
$50.74 million
Explanation:
Interest rate per annum = 8%
Number of years = 17
Number of compounding per annum = 1
Interest rate per period (r) = 8%/1 = 8%
Number of period (n) =17 * 1 = 17
Growth rate (g) = 5%
First payment (P) = 4 ($'million)
PV of the new Chip = p/(r-g) * [1 - [(1+g)/(1+r)]^n]
PV of the new Chip = 4/(8%-5%) * [1 - [(1+5%)/(1+8%)]^17]
PV of the new Chip = 4/0.03 * [1 - [1.05/1.08]^17]
PV of the new Chip = 4/0.03 * [1 - 0.972222^17]
PV of the new Chip = 133.333 * (1 - 0.6194589804)
PV of the new Chip = 133.333 * 0.3805410196
PV of the new Chip = 50.7386757663268
PV of the new Chip = $50.74 million
Answer:
The expenses can be recorded as follows;
Debit to the expenses of $33,000 and a credit to the cash account of $33,000.
Explanation:
The accounting equation is an equation that tends to balance a company's assets on one side and the sum of its liabilities and shareholders equity on the opposite side of the equation. It form the basis for the double-entry system in accounting that includes an accounts debit and credit. The debit is a sum to an amount that is owed, it is usually listed on the left hand-side of an account while the credit is a listing of a sum that is received usually on the right hand side of an account.
In the case of Michael Barry, the accounting equation;
Assets=liabilities+stockholders equity
Assets=$126,000
Liabilities=$74,000
Stockholders equity=$52,000
liabilities+stockholders equity=74,000+52,000=$126,000
The assets equals the sum of the liabilities and stockholders equity.
To record expenses paid of $33,000;
Debit Credit
Expenses $33,000
Cash $33,000
Because the future value of annual premiums deposited in a mutual fund is 755 (F/A, 9%, 45) = $397,023.34, Then, the friend is correct since the mutual fund is roughly three times the sum under the Insurance policy.
<h3>Was Liam's
suggestion correct?</h3>
Generally, Premium payment is mathematically given as
X=60-20
X=45years
Where future value is
755 (F/A, 9%, 45)
In conclusion
755 (F/A, 9%, 45) = 755 * 525.8587
755 (F/A, 9%, 45) = $397,023.34
Read more about Arithmetic
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Complete Question
Liam O'Kelly is 20 years old and is thinking about buying a term life insurance policy with his wife as the beneficiary. The quoted annual premium for Liam is $8.39 per thousand dollars of insurance coverage Because Liam wants a $90,000 policy (which is 2.5 times his annual salary), the annual premium would be $755, with the first payment due immediately (i.e., at age 21). A friend of Liam's suggests that the $755 annual premium should be deposited in a good mutual fund rather than in the insurance policy. "If the mutual fund earns 9% per year, you can become a millionaire by the time you retire at age 65," the friend advises.
Answer:
The correct answer is E. respond quickly
Explanation:
Respond quickly is a great strategy to gain customers' fidelity.
