Answer:
$300
Explanation:
Given that s a health insurance program with co-payments of $10 per doctor visit.
Thus,
amount paid by insurance in 1 visit = $10
Amount paid by insurance in 6 visit = $10*6 = $60
Total bill charged by the doctor in 6 visit = 360
Amount paid by the consumer = Total bill charged by the doctor in 6 visit - Amount paid by consumer in 6 visit = $360 - $60 = $300
Since , consumer is the third party payer he pays $300 out of total $360 bill charged by the doctor.
In fraction ,portion of bill paid by the third party payer = 300/360 = 5/6
Thus, 5/6 portion of bill is paid by third party payer.
E.) Opportunity cost is the cost associated with giving up one opportunity for the benefit earned by another.
Answer:
A) $25,000.
Explanation:
Marina's adjusted basis for her partnership interest at the end of the year = $20,000 (Marina's cash contribution) + $5,000 (Marina's share in the partnership's net taxable income) - $8,000 (distributions received by Marina) + $8,000 (Marina's share in the partnership's recourse liabilities) = $25,000
The result of this mistake on the order form is that Khan's Crickets should verify from Camille the actual order amount intended.
We may factor in the fact that the number of crickets will show the correct quantity that Camille requires, then Khan should supply only the quantity on the order form and request for a corrected or revised order form from Camille.
Thus, the result is that Khan's Crickets will still supply crickets with an invoice worth $1,000, not adhering to the mistaken total sum.
Related link for similar mistake on order form at brainly.com/question/17251413
Answer:
a. True
Explanation:
Answer this question using YTM, coupon rate, price and par value relationship/rules.
If YTM > coupon rate, then Price < Par value
If YTM < coupon rate, then Price > Par value
If YTM = coupon rate, then Price = Par value
In this case, the assumption is that YTM > coupon rate, hence based on the above rules, the Price or market value of the bond will be < Par value. This makes the statement true.
