Answer:
The list is follows:
a. Inflation has been abound 2.5% for some time. Village Realtors is considering measuring its land values in inflation-adjusted amounts - Stable-monetary-unit assumption
b. You get an especially good buy on a laptop, paying only $ 300$300 when it normally costs $ 800. What is your accounting value for this laptop? - Historical cost principle
c. Burger King, the restaurant chain, sold a store location to McDonald. How can Burger King determine the sale price of the store long dash—by a professional appraisal, Burger King's original cost, or the amount actually received from the sale? - Historical cost principle
d. General Motors wants to determine which division of the company long dash—Chevrolet or Cadillac long dash—is more profitable - Entity assumption
<span>To keep the tulips from bending as they often do, you tie them with raffia, a technique known as B. skeletonizing
This type of technique helps the flowers be tied together. The raffia is used like a skeleton for the flowers to stand straight. It supports the tulips, preventing them from bending. </span>
Answer:
c. There is greater potential for high yield over a longer period
Explanation:
Answer:
a) 39.304%
b) 67.91%
c) 14.17%
Explanation:
a. Given"
Offer terms = 1.8/10
Now,
The Effective annual interest rate is given as:
= 
on substituting the respective values, we get
= 
= 0.39304
or
= 39.304%
similarly,
b. for 2.8/10 net 30
Effective annual interest rate = 
= 0.6791
or
= 67.91%
c. for 1.8/10 net 60
Effective annual interest rate = 
= 0.1417
or
= 14.17%