Answer:
The answer is: Credit record to Accounts Receivable account
Explanation:
The Accounts Receivable account is an asset, usually it should be a current asset since it should be collected within a one year period. When assets increase, a debit record should be made. But in this case, the asset is decreasing since bad debts reduce the Accounts Receivable account. When an asset decreases, a credit record should be made.
Answer: indenture
Explanation:
The bond indenture is a legal contract that or covers a purchase obligation or a debt.
Therefore, the legal document identifying the rights and obligations of both the bondholders and the issuer is called the bond indenture. This document describes the number of bonds authorized, their par value, and the contract interest rate.
Answer:
Correct option is C.
<u>If the economy is at full capacity, then the AS curve will be vertical</u>
Explanation:
The long-run aggregate supply curve is perfectly vertical, which reflects economists' belief that the changes in aggregate demand only cause a temporary change in an economy's total output. For the short-run aggregate supply, the quantity supplied increases as the price rises.
The full capacity AS curve is a long-run AS curved and it is vertical as the potential output level is denoted by it with the fully employed resources.
The statement that holds true for the American Option is (A) Put-call parity provides an upper and lower bound for the difference between call and put prices
Explanation:
According to the Put-call parity concept when we hold the short European put and long European call of similar class the return delivered is same as holding one forward contract of the same underlying asset, that has the same expiration, forward price and which is equal to the strike price of the option
In financial management put–call parity concept is used to define the relationship that exist between the price of a European call option and European put option, and both of them have identical strike price and expiry
The formula used for calculating put call parity is
c + k = f +p
where (c) call price plus the (k) strike price of both options is equal to the futures price(f) plus the put price(p)
