The single sum at the employment date would make her indifferent between the two options is: $72,867.
<h3>Single sum at the employment date</h3>
Using this formula
Single sum=Amount- received+ Present value
Let plug in the formula
Single sum=$30,000+($50,000/(1+0.08)²
Single sum=$30,000+($50,000/(1.08)²)
Single sum=$30,000+($50,000/1.1664)
Single sum=$30,000+42,867
Single sum= $72,867
Inconclusion The single sum at the employment date would make her indifferent between the two options is: $72,867.
Learn more about single sum here:brainly.com/question/24576997
