Answer all of the questions in order. Show all of your work. No credit will be given for correct answers with no work shown. Partial credit will be awarded where possible. Good luck.
# of Students attending class: 1 2 3 4 5
Days in the semester with this attendance level (out of 30 days): 4 2 10 4 10
a) What’s the probability of there being 3 or more students on any random day?
b) What is the expected number of students to attend a randomly selected day?
a) What is the probability that less than three of the next 4 shipments will be late?
b) What is the probability that exactly 4 of the next 10 shipments will be late?
a) What is the standard deviation of the number of waves per 20 min?
b) What is the probability of there being 18 waves in an hour?
a) What is the probability of a tree being taller than 33 meters? Represent this graphically as well as numerically.
b) A group of 20 trees is selected at random. What is the probability that the average height of these 20 trees is more than 33 meters? Represent this graphically as well as numerically.
c) A group of 20 trees is selected at random. What is the probability that the average height of these trees is between 30 and 32 meters? Represent this graphically as well as numerically.
Answer all of the questions in order. Show all of your work. No credit will be...
conducted to determine success rates of students enrolled in the Statistics courses offered at South Plains College for the fall semester of 2015. A random sample of 14 students was taken, and we recorded each student's age, final average, gender, # hours worked per week, race, and t attended this semester). Use the results from the following table to answer all parts of #2. he attendance record (# of classes not Age 20 18 19 Final Average Gender # Hrs...
A study was conducted to determine success rates of students enrolled in the Statistics courses offered at South Plains College for the fall semester of 2015. A random sample of 14 students was taken, and we recorded each student’s age, final average, gender, # hours worked per week, race, and the attendance record (# of classes not attended this semester). Use the results from the following table to answer all parts of #2 f. For the age variable, construct 3...
Question* On STAT your assessment is based on: Final Exam Learn based online assessment Assignments 4790 +' 3490 19% Consider three random variables X, Y and Z which respectively represent the exam, online assessment total and assignment scores (out of 100%) of a randomly chosen student. Assume that X, Y and Z are independent (this is clearly not true, but the answers may be a reasonableapproximation).Suppose that past experience suggests the following properties of these assessment items (each out of...
. A study was conducted to determine success rates of students enrolled in the Statistics courses offered at South Plains College for the fall semester of 2015. A random sample of 14 students was taken, and we recorded each student’s age, final average, gender, # hours worked per week, race, and the attendance record (# of classes not attended this semester). Use the results from the following table to answer all parts of #2. Age Final Average Gender # Hrs...
Please explain and show all work 3· Le t x represent the number of credit cards a student has. A random sample of 100 students at a large university was taken and the results are in the table below: Credit NumberRelative xStudentsPr) 12 P(x) Cards of Frequencyx .P(x) 45 25 10 TOTAL 100 1.00 a) Construct a probability distribution histogram and comment on its shape b) What is the probability a randomly selected student has at least two credit cards?...
Please do 39 A and C. Show all work please! 39) A random sample of 300 Mt. SAC students majoring in math or psychology is selected. These students were asked whether they are happy with their majors. The results are summarized in the following table: Happy . Unhappy Math 100 20 Psychology . 10 170 a) When one student is selected randomly from this group, find the probability this student is happy with the choice of major given that the...
On stat your assessment is based on: Final Exam 47% Learn based on‐line assessment 34% Assignments 19% Consider three random variables X, Y and Z which respectively represent the exam, on‐line assessment total and assignment scores (out of 100%) of a randomly chosen student. Assume that X, Y and Z areindependent (this is clearly not true, but the answers may be a reasonable approximation). Suppose that past experience suggests the following properties of these assessment items (each out of 100%):...
in 214 Section Hicach domow page in your blue bok Only wor k will be add must show your work where every to reveu This includes Functions that you may use in your calculo You MUST give the name of the union, AND the param o input into each function 1. Find the following areas under the standard normal curve. Round answers to four decimal a) the area to the left of 2-0.64. h) the area to the right of...
5. North Carolina State University posts the complete grade distributions for its courses online. The distribution of grades for all students in all sections of Accounting 210 in the spring semester of 2001 was Grade Probability .18 32 34 09 07 a. Using the scale A -4, B-3, C-2, D- 1, and F 0, let Xbe the grade of a randomly chosen b. Let X denote the mean grade for a random sample of 50 students from Accounting 210. Since...
CAN YOU PLEASE ANSWER ALL THE QUESTIONS FOR ME I WILL GIVE YOUR ANSWER A LIKE 1. (8 points) Let r(0) = k tan o be a curve defined in polar coordinates, where k is a nonzero real constant. Find the correct formula for " dy dx 2. (10 points) Given below are the graphs of two functions y = f(x) and y = g(x). Use the graphs to find the indicated value. y = f(x) y = g(x) WN...