let p(n) 1^3+2^3+....+n^3=(n(n+1)/2)2 for positive integer n
# Accept string input.
# Display if the string is Palindrome or Not a Palindrome
# Accept string input.
# Count vowel and consonant characters in the string.
# Display the string in reverse order.
# Accept string input.
# Display each charter of the string (vertical order)
# Count and display total i charter in the string.
# Accept student name and grade and save it to a dictionary.
# Display the content of the dictionary.
# Display the name and grade of student with the highest and lowest grade.
# Accept integer number and store it to a list until user input is 0.
# Display the content of the list and size of the list.
# Display the highest and lowest numbers in the list and the index number it can be found.
Create a new project, and include in it the class
Create a class "Student" and another class "Teacher", both descendants of
"Person".
The class "Student" will have a public method "GoToClasses", which will
write on screen "I’m going to class."
The class "Teacher" will have a public method "Explain", which will show on
screen "Explanation begins". Also, it will have a private attribute "subject", a
string.
The class Person must have a method "SetAge (int n)" which will indicate
the value of their age (eg, 20 years old).
The student will have a public method "ShowAge" which will write on the
screen "My age is: 20 years old" (or the corresponding number).
You must create another test class called "StudentAndTeacherTest" that will
contain "Main" and:
Create a Person and make it say hello
Create a student, set his age to 21, tell him to Greet and display his age
Create a teacher, 30 years old, ask him to say hello and then explain.
Test the other methods also given in the diagram
Write a program to print all the composite numbers between a and b
The following output from MINITAB presents the results of a hypothesis test. Test of mu=49 vs. not=49, The assumed standard deviation 10.4, N 58, Mean 46.32, SE 1.412088, 95%CI (43.5523077, 49.0878923, Z -1.962526, P 0,049701, Do you reject H0 at the
1. Suppose X is normally distributed with a mean of 5 and a standard deviation of 0.4. Using the standard score formula, we find P (X ≤ X0) = P (Z ≤ 1.3). What is the value of X0?
2. What will be the value of P (X ≥ 235) given that a normal distribution has µ = 241 and d = 2?
3.The average hourly wage of workers at a fast food restaurant is P338.10/hr. Assume the wages are normally distributed with a standard deviation of P23.41. If a worker at this fast food restaurant is selected at random, what is the probability that the worker earns more than P351.10?