Answer:
magine that you work for a life insurance company. You are setting premiums for insurance based on life expectancy. Assuming you charge a higher premium for people expected to have shorter lives, you know that ____older people____ will generally pay more for life insurance than ___younger people_____.
Explanation:
Setting life insurance premiums take into consideration the age of the insured (insurance policyholder). Other factors considered in setting premiums are gender, medical history, hobby, and career. Insurance premiums are periodic payments which the insured is expected to make to the insurance company (insurer) to cover the cost of the financial service being rendered and contribute to the defined benefits that will be paid upon expiration or in the event of the risk occurring.
Answer:
The alternative that should be chosen assuming identical replacement is:
Alternative B.
Explanation:
a) Data and Calculations:
Alternatives:
A B
First Cost $5,000 $9,200
Uniform Annual Benefit $1,750 $1,850
Useful life, in years 4 8
Rate of return 7% 7%
Annuity factor 3.387 5.971
Present value of annuity $5,927.25 $11,046.35
Net cash flow $927.25 $1,846.35
b) Alternative B yields a higher return than Alternative A. Since the two alternatives are based on the same rate of return, Alternative B will bring in a higher annual benefit, even when discounted to the present value.
12.0 years will take for these bonds to mature.
What is a coupon in bonds?
The term "coupon," which is also sometimes referred to as "coupon payment," refers to the annual interest rate that is paid on a bond from the date of issuance until maturity. It is described as being a percentage of the bond's face value. When discussing coupons, the coupon rate is frequently employed.
How does coupon rate affect bond price?
The price of bonds is significantly influenced by the coupon rate on a bond in comparison to current market interest rates. Bond prices increase when a coupon is more than the current interest rate; prices decrease when a coupon is lower.
Learn more about coupon in bonds: brainly.com/question/22504216
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Answer:
$1 par value
Explanation:
The computation of the par value of the stock after the split is given below:
= $200,000 ÷ (100,000 × 2 )
= $200,000 ÷ 200,000
= $1 par value
Hence, the par value of its stock after the split is $1 par value
We simply divide the balance by the number of outsanding shares so that the par value could come
