The previously mentioned response indicates a warning sign. This serves as a process or method to provide a reasonable explanation or notify someone when an issue exists.
Answer:
Prices decline, yields increase
Explanation:
There exists an inverse relationship between bond prices and yields, meaning that if the borrower's creditworthiness is questioned, the bond's price falls while its yield rises.
In the given context, due to doubts about the borrower's reliability, we would expect a decline in price along with an uptick in yield.
That statement is incorrect.
External factors can significantly alter the meaning of messages transmitted in the communication between the sender and receiver.
For instance, if someone encounters issues at work, they may struggle to communicate effectively with their children at home.
Answer:
total stockholders' equity = $660000
Explanation:
provided information
Shares issued = 15,000
par value = $0.01 each
issued price = $39.00 each
net profit = $300,000
dividends paid = $15.00 for each share
to calculate
total stockholders' equity
solution
we derive here the common stock value as
common stock = 15,000 × $39
common stock = $585000
and
the amount for dividends is = $15 × 15000
dividends = 225000
thus
total stockholders' equity will be
total stockholders' equity = common stock + net profit - dividends
total stockholders' equity = $585000 + $300,000 - 225000
total stockholders' equity = $660000
Respuesta:
$23,709
Explicación:
Datos proporcionados en la pregunta:
Monto del bono emitido = $700,000
Duración = 5 años
Tasa de interés = 8%
Monto de venta del bono = $728,700
Tasa de interés de mercado = 7%
Ahora,
Intereses pagados = Monto del bono emitido × Tasa de interés
= $700,000 × 0.08
= $56,000
Gasto por intereses = Monto del bono vendido × Tasa de interés de mercado
= $728,700 × 0.07
= $51,009
Prima no amortizada = Monto de venta del bono - Monto del bono emitido
= $728,700 - $700,000
= $28,700
Monto amortizado = Intereses pagados - Gasto por intereses
= $56,000 - $51,009
= $4,991
Balance de la cuenta de primas sobre bonos a pagar inmediatamente después del primer pago de intereses
= prima no amortizada - Monto amortizado
= $28,700 - $4,991
= $23,709
