Over 90 percent of the pedestrian fatalities occurred in single- vehicle crashes. In 2009, pedestrian deaths accounted for 12 percent of all traffic fatalities in motor vehicle traffic crashes. Since 2000, the number of pedestrian fatalities has decreased by 14 percent.
Answer: $413.81
Explanation:
Price of a bond = Present value of coupon payments + Present value of face value
Coupon is a constant payment so is an annuity.
Coupon = 6% * 1,000 = $60
Price of bond = Present value of annuity + Present value of face value
= (Coupon * Present value interest factor of annuity (PVIFA), 27 periods, 15%) + (Face value / (1 + rate) ^ number of periods)
= (60 * 6.514) + (1,000 / (1 + 15%)²⁷
= $413.81
Answer:
C) 100 − 16Y
Explanation:
The computation of the marginal benefit is shown below:
The marginal functions represent the derivatives with respect to the total functions as compared to Y.
so, the marginal benefit function is MB(Y)=dB(Y) ÷ dY
d (100Y - 8Y^2} ÷ dY
= 100 -16Y
Therfeore the option c is correct
Answer:
The investor will prefer asset U. So the correct answer is option D
Explanation:
To choose between these stocks, we will calculate the coefficient of variation (CV) which is used to assess the risk per unit of expected return. As most people are risk averse, we assume that the investor is risk averse. We will calculate the CV for all three investments and the stock having lowest CV will be selected.
<u>Coefficient of Variation (CV)</u>
Coefficient of Variation = standard deviation / expected return
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Asset Q = 5.5% / 6.5% = 0.846
Asset U = 5.5% / 8.8% = 0.625
Asset B = 6.5% / 8.8% = 0.738
Thus, asset U has the lowest CV and the investor =, being a risk averse, will prefer asset U.
Answer:
Efficiency of the system = Actual output/ Effective capacity*100
Efficiency of the system = 850/950*100
Efficiency of the system = 0.894737*100
Efficiency of the system = 89.47%
Utilization of the system = Actual output/Design capacity*100
Utilization of the system = 850/1200*100
Utilization of the system = 0.708333*100
Utilization of the system = 70.83%
