When a payment is sent to the wrong person using p2p, the money cannot be gotten back since it is equivalent to giving money to a wrong account. However, the person can lay a complaint to the customer service to take action.
<h3>What is P2P Payment?</h3>
P2P payment is a system of payment where money is sent to another member of the crypto community in exchange for a coin to be sent to the individual's wallet. It is equivalent to giving someone cash.
When a user mistakenly sends money to the wrong person, the money cannot be gotten back. But if the sender has the details of the wrong receiver, an appeal can be made for the money to be reversed. However, if this is not the case, then the money would have to be forfeited.
Learn more about P2P Payment here:
brainly.com/question/25107350
Answer:
The answer is 5.73%
Explanation:
Given Coupon rate=5.5%; Years of maturity= 12years, Face value bonds= $1,000, Price=98.2
NPER= Years of maturity *2= 12*2=24
PMT= (Face value * coupon rate)/2= (1000*5.5)/2= 5500/2= 2.75
Therefore:
Rate = (NPER, PMT, -Price, Face value)= (24, 2.75, -98.2, 1000)= 2.87%
Yield to maturity= Rate *2= 2.87*2= 5.73%
Answer:
The appropriate journal entry to record the March purchases of shares under the employee share purchase plan are as follows:
Debit: Cash ($12 × 85%) × $50,000 = $510,000
Debit: Compensation Expense ($12 × 8%) × $50,000 = $90,000
Credit: Common Stock = $50,000
Paid in Capital – Excess of Par ($50,000 × $11) = $550,000
Answer:
The broker should respond that the Specialist (DMM) on the NYSE flooris obligated to buy the stock at the current market.
Explanation:
Now under the NYSE rules, to make a nonstop market in the assigned stock. A customer is will always be guaranteed that the trade will be executed - on the other hand, the price at which the trade is effected is constantly subject to various market conditions.
So the best response from the broker is that the Specialist (DMM) on the NYSE floors is required to buy the stock at the current market.
Answer:
b. $.66
Explanation:
The computation of the per share value for the one year is
Given that
Current Price = $43
Possible Prices = $42 and $46
Now
u = [($46 - $43) ÷ $43] + 1
= 1.06977
And
d = 1 - [($42 - $43) ÷ $43]
= 0.9767
And,
Risk-Free Rate = T-Bill Rate = Rf = 4.1 %
Now the up move price probability is
= [(1 + Rf) - d] ÷ [u - d]
= [(1.041) - 0.9767] ÷ [1.06977 - 0.9767]
= 0.69088
And,
Exercise Price = $ 45
Now
If the Price is $42, so Payoff = $0
And
if the Price is $46, so Payoff =is
= ($46 - $45)
= $1
Finally the call price is
= [0.69088 × 1 + (1 - 0.69088) × 0] ÷ 1.041
= $0.66367
= $0.66
