Answer:
$50,400
Explanation:
Cash Balance as per bank statement $62,900
[$69700+$25300-$20400+$87600-$99300]
Less: Outstanding checks at April 30, 2020 <u>$12,500</u>
Adjusted Cash balance per bank <u>$50,400</u>
So, the cash balance per books at April 30, 2020 is $50,400
Complete Question:
An important basic characteristic of common stocks that makes them a suitable type of investment for the separate account of variable annuities is:
Group of answer choices
A) the safety of the principal invested.
B) changes in common stock prices tend to be more closely related to changes in the cost of living than changes in bond prices.
C) the yield is always higher than mortgage yields.
D) the yield is always higher than bond yields.
Answer:
B) changes in common stock prices tend to be more closely related to changes in the cost of living than changes in bond prices.
Explanation:
An important basic characteristic of common stocks that makes them a suitable type of investment for the separate account of variable annuities is changes in common stock prices tend to be more closely related to changes in the cost of living than changes in bond prices.
Generally, common stocks are considered by financial experts or broker-dealers to be a suitable type of investment of variable annuities because the prices of common stocks in the market are not fixed and as such they are affected by economical changes such as inflation or recession.
Where is the statements or answer choices?
Answer:
Simply ask a lot of innapropiate questions and the moderators will kick u out! Have fun!
Explanation:
Answer:
The student invests $60 each month and the interest rate is 6%. The interest rate is compounded monthly so we will take the interest rate as 0.5% (6/12).
The number of periods will be 420 (35*12) as the payments are made every month.
The present value is 0 as he is not making any investment at the start.
We need to find the future value of these payments, and for that we need to put these values in a financial calculator
PV= 0
PMT= 60
I= 0.5
N=420
Compute FV
FV=85,482
The total accumulated amount in the students annuity will be $85,482.
Explanation:
