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Determine the sample size needed to estimate (lower case mu / mean of a random variable) for the given situation. E = 4, standard deviation = 35, level of confidence = .90
a. 208
b. 295
c. 4
d. 207
In triangle ABC, the lengths of line AB and line BC equal 13 centimeters. If the perimeter of triangle ABC is 36 centimeters, what is the area in square centimeters of triangle ABC?
The market has an expected return of 12% and the risk-free rate is 4%. What is the alpha for the fad followers?
rosa works due north of home. her husband works due east. they leave for work at the same time. by the time rosa is 7 miles from home, the distance between them is one mile more than bens distance from home. how far from home is ben?
If there 5 sections of Discrete Math with a total enrollment of 31 students, what is the smallest possible number of students in the section with the largest enrollment?
The normal body temperature measured by placing the thermometer under the tongue is assumed to be normally distributed with a standard deviation of 0.7oC. Body temperatures of 52 subjects were recorded and the average is 36.83oC.
Find two numbers whose difference is 64 and whose product is a minimum.
Assume that the spinner cannot land on a line. Determine the probability that the spinner lands on (a) red, (b) green, (c) yellow, (d) green. The spinner is divided into 8 halves. There are (a) red = 4, (b) green = 1, (c) yellow = 1, and (d) blue = ..
if the top 5% of coffee drinkers are considered heavy coffee drinkers , what is the minimum number of cups consumed by a heavy coffee drinker? (Hint: find the 95th percentile)
Suppose a given container has 2 non-working engines. Find the probability that the container will not be shipped.
Consider y''+9y=t^2(cos(3t)+4sin(3t)). This has homogeneous solution C1cos(3t)+C2sin(3t). Use method of undetermined coefficient to find a particular solution.
Describe fractional partsso that a child can understand it. What are the two distinct requirements of fractional parts? Explain how children's concepts of partitioning need to be refined to produce a concept of fractional parts.
Prove De Morgan's laws for sets by using set theory arguments
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