Answer:
The first annual depoisit will be of 3,373.49 dollars
Explanation:
Given the formula for future growing annuity
we need to solve for the yearly payment:
grow rate: 0.04
annual effective rate: 8% compounding semiannually:

r= 0.0816
FV 2,500,000
n 46
<em><u>Formula for future value fo an ordinary annuity:</u></em>


The first annual depoisit will be of 3,373.49 dollars
Answer: $315.47
Explanation:
As this requires equal annual payments, it makes it an annuity. The $1,000 debt will be the present value of the annuity so a present value of annuity formula can be used:
1,000 = Annuity * ( 1 - ( 1 + rate) ^ -n) / rate
1,000 = Annuity * ( 1 - ( 1 + 10%)⁻⁴ ) / 10%
1,000 = Annuity * 3.169865
Annuity = 1,000/3.169865
Annuity = $315.47
Available Options are:
a) growth
b) yield
c) tax consequences
d) liquidity
Answer:
Option D. Liquidity
Explanation:
The reason is that Leslie is worried about having back its money that will be invested in the time of need. So she sure that the amount will be required in the coming future and that she wants to earn a small profit for the time being. So the money worries are also referred to as liquidity concerns.
Answer:Debit , market, stated.
Explanation: An actual payment of interest from a payables account is always entered as a debit in that account ledger. Then when calculating the effective interest : it is the the difference between the cash payment based on the market interest rate and interest expense based on the stated interest rate.
Answer: response
Explanation: she responded to the advertisement