The value that distinguishes the lowest 25% of data from the highest 75% is -0.00235. Previous concepts: Normal distribution, which describes a "probability distribution that is balanced around the mean, indicating that data close to the mean occur more frequently than those further away from it". The Z-score is "a statistical measurement relating a value to the mean of a set of values, in terms of its distance in standard deviations from the mean". To solve the problem, let X represent the variable of interest in a population; we know the distribution for X is given by:... We want to find a value a to satisfy the condition:... Both conditions here are equivalent. We can apply the Z-score again to find the value a. The figure shows that the z value meeting the condition with 0.25 of the area to the left and 0.75 to the right is z = -0.674. Therefore, P(Z < -0.674) = 0.25 and P(z > -0.674) = 0.75. We can use condition (b) previously to derive... We know the z value that satisfies the equation, so we can proceed to solve for a, which gives us... Thus, the value that separates the lower 25% of data from the upper 75% is -0.00235.
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
The correct response is option B - Given this payoff matrix and the respective payoffs, each criminal has a motive to confess.
In this scenario, the handler company receives a $21.85 discount (1% of the amount borrowed) for settling their payment within 15 days. Consequently, rather than sending the full sum of $2,185 to Ellen Co., they will only remit $2,163.15, which is $21.85 less than the initial amount due, taking advantage of the 1% discount.
