Answer:
expected value of earnings = $2100000
Explanation:
given data
rate of excess earning = 75%
lifetime earnings average = $1,200,000
to find out
expected value of earnings
solution
we get here expected value of earnings that is express as
expected value of earnings = lifetime earnings + ( rate of excess earning × lifetime earnings ) .................1
put here value we get
expected value of earnings = $1,200,000 + ( 75% × $1,200,000 )
expected value of earnings = $1,200,000 + $900000
expected value of earnings = $2100000