Answer:
An information is missing on this question but I found the complete details as shown below;
"A company borrows $50,000 by signing a $50,000, 8% note that requires six equal payments of
<em>10816</em> (round to the nearest dollar) at the end of each year. (The present value of an annuity of six
annual payments, discounted at 8% equals 4.6229.) "
Explanation:
An annuity payment is made in equal amounts for a specified period of time in this case 6 years.
Since the equal payments are made annually and you are given the Present value of the annuity as $50,000 & discount factor of 4.6229, divide the PV by the discount factor. The value of equal payments should be equivalent to the $<em>10816 ;</em>
<em>=50,000 / </em>4.6229
= 10815.7217
Next, round the answer to the nearest dollar;
When rounded to the nearest whole number it becomes $10,816.
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