Suppose an interest of 5% for two years can be earned on $1,000 saved today with no risk. What is the least amount a person would need to have a 50% chance of winning to be willing to face a 50% chance of losing $1,000 today and be considered risk averse

a. $907.03 to be paid in two years

b. $1,000.01 to be paid in two years

c. $1,100.01 to be paid in two years

d. $1,102.51 to be paid in two years

Question

Raindrop

Business

30 August, 19:44

Suppose an interest of 5% for two years can be earned on $1,000 saved today with no risk. What is the least amount a person would need to have a 50% chance of winning to be willing to face a 50% chance of losing $1,000 today and be considered risk averse

a. $907.03 to be paid in two years

b. $1,000.01 to be paid in two years

c. $1,100.01 to be paid in two years

d. $1,102.51 to be paid in two years

+4

Answers (1)

Know the Answer?

Preston Dalton · Answer 1

d. $1,102.51 to be paid in two years

Explanation:

To calculate the given problem, we use the following method

We are

Rate (r) = 5% 0.5

t = 2

Amount = $1,00

The least amount the person needs to have to to 50% of winning and 50% of losing is

= $1,000 * 0.5*2

=$1,102.51