Elysha's debt-to-income ratio is considered good.
Answer:
C. Implement a rotating task where each member takes turns with note-taking.
Explanation:
Regarding the scenario presented, bias could create an undesirable situation.
Therefore, establishing a system where each team member rotates note-taking duties is the most suitable solution. This method ensures that no individual is perpetually assigned a task that leads to dissatisfaction among the team. By assigning this responsibility on a rotating basis, it promotes fairness and reduces potential disparities and conflicts that might arise among team members.
Options:
very high, given both expectancy and valence levels are elevated
moderately high, since high valence and instrumentality compensate for low expectancy
moderate, as high expectancy and valence levels counteract low instrumentality
low, since motivation requires high expectancy, instrumentality, and valence.
Answer:
low, since motivation hinges on high expectancy, instrumentality, and valence.
Explanation:
The expectancy theory of motivation posits that an individual will be driven to perform if they perceive their efforts will yield a positive reaction from their employer or result in satisfactory compensation. An employee who doubts their ability to meet the demands for a promotion will have a diminished level of motivation.
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
