Answer:
correct option is B. $1,300
Explanation:
given data
loan = $65,000
pay = 2 points
solution
As we know normally point worth = 1%
and they pay 2 point so that
2 point = 2 % = 0.02
so pay at closing for the points will be
pay closing for the points = 0.02 × loan amount .....................1
pay closing for the points = 0.02 × $65000
pay closing for the points = $1300
so correct option is B. $1,300
Answer:
Extinction.
Explanation:
Extinction is a technique used by Applied Behavioral Analysis (ABA) that corresponds to the interruption and elimination of the reinforcement of negative behavior whose central objective is to cause undesirable behaviors to be totally eliminated or not to occur again.
So there are criticisms about this discipline technique, as it is considered that the ideal is to present a substitution behavior in addition to just eliminating the negative behavior, since n extinction only positive behaviors are reinforced, and negatives ignored.
Answer:
B) wash trades
Explanation:
In the case when the wash trades are performed so it consists the simultaneous or near-simultaneous i.e. selling and the repurchase of the similar security for the motive of producing the trading activity due to which price rise. This is the form of how the market manipulates. The other options i.e. given in the question is not considered the market manipulation
Therefore the option B is correct
Answer:
Discount on bonds issuance = $15750
Explanation:
A bond is issued at a discount when the issue price of the bond is less than the face value of the bond. This usually happens when the coupon rate paid by the bond is less than the market interest rate. To calculate the amount of discount on bonds issuance, we simply deduct the issue price from the face value of the bond. Thus,
Discount on Bonds = Face value - Issue price
As we know the face value of the bonds is $700000 and the issue price is $684250, we can calculate the discount on issuance to be,
Discount on bonds issuance = 700000 - 684250
Discount on bonds issuance = $15750
