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统计学数学作业代写 数学作业代写

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HW

 

统计学数学作业代写
统计学数学作业代写

 

a. Determine the value of k for which f(x) is a legitimate pdf.

b. Obtain the cumulative distribution function.

c. Use the cdf from (b) to determine the probability that headway exceeds 2 sec and also the probability that headway is between 2 and 3 sec.

d. Obtain the mean value of headway and the standard deviation of headway.

e. What is the probability that headway is within 1 standard deviation of the mean value?

 

Q5统计学数学作业代写

Let X have a uniform distribution on the interval [A, B].

a. Obtain an expression for the (100p)th percentile.

b. Compute E(X), V(X), and σx.

c. For n, a positive integer, compute E(Xn).

 

Q6)

Determine Zα for the following:

a. α = 0.0055

b. α = 0.09

c. α = 0.663

 

Q7统计学数学作业代写

In a road-paving process, asphalt mix is delivered to the hopper of the paver by trucks that haul the material from the batching plant. The article “Modeling of Simultaneously Continuous and Stochastic Construction Activities for Simulation” (J. of Construction Engr. and Mgmnt., 2013: 1037-1045) proposed a normal distribution with mean value 8.46 and standard deviation 0.913 min for the rv X = truck haul time.

a. What is the probability that haul time will be at least 10 min? Will exceed 10 min?

b. What is the probability that haul time will exceed 15 min?

c. What is the probability that haul time will be between 8 and 10 min?

d. What value c is such that 98% of all haul times are in the interval from 8.46-c to 8.46+c?

e. If four haul times are independently selected, what is the probability that at least one of them exceeds 10 min?

 

Q8统计学数学作业代写

Suppose that blood chloride concentration (mmol/L) has a normal distribution with mean 104 and standard deviation 5 (information in the article “Mathematical Model of Chloride Concentration in Human Blood,” J. of Med. Engr. and Tech., 2006: 25–30, including a normal probability plot as described in Section 4.6, supports this assumption).

a. What is the probability that chloride concentration equals 105? Is less than 105? Is at most 105?

b. What is the probability that chloride concentration differs from the mean by more than 1 standard deviation? Does this probability depend on the values of μ and σ?

c. How would you characterize the most extreme 0.1% of chloride concentration values?

 

Q9统计学数学作业代写

The automatic opening device of a military cargo parachute has been designed to open when the parachute is 200 m above the ground. Suppose opening altitude actually has a normal distribution with mean value 200 m and standard deviation 30 m. Equipment damage will occur if the parachute opens at an altitude of less than 100 m. What is the probability that there is equipment damage to the payload of at least one of five independently dropped parachutes?

 

Q10)

If bolt thread length is normally distributed, what is the probability that the thread length of a randomly selected bolt is

a. Within 1.5 SDs of its mean value?

b. Farther than 2.5 SDs from its mean value?

c. Between 1 and 2 SDs from its mean value?

 

Q11统计学数学作业代写

The weight distribution of parcels sent in a certain manner is normal with mean value 12 lb and standard deviation 3.5 lb. The parcel service wishes to establish a weight value c beyond which there will be a surcharge. What value of c is such that 99% of all parcels are at least 1 lb under the surcharge weight?

 

Q12)

Suppose only 75% of all drivers in a certain state regularly wear a seat belt. A random sample of 500 drivers is selected. What is the probability that

a. Between 360 and 400 (inclusive) of the drivers in the sample regularly wear a seat belt?

b. Fewer than 400 of those in the sample regularly wear a seat belt?

 

 

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