Develop a Python application that will randomly select n integers from 1 to 45 without repetitions.
Sample Output 1:
How many numbers? 6 6 randomly selected nos. [21, 35, 16, 36, 5, 8]
Question 1: (Inheritance)
Consider a scenario where you have been given three classes, namely Vehicle, Bus, and
School_Bus. The School_Bus class is supposed to inherit all characteristics of both the Vehicle
and the Bus class. Explain and illustrate how you are going to achieve this considering you are using Java programming language.
Solve the following problem by showing the design of your solution as an algorithm.
The problem – The program will take two integers from the user, say n1 and n2. It will then print the sum of all numbers between n1 and n2, inclusive. For example, if the user enters 5 and 9, the program will print the value of 5+6+7+8+9. On the other hand, if the user enters 5 and -2, the program will print the value of 5+4+3+2+1+0+(-1)+(-2). Note: Do not assume the user will always enter the smaller number first.
Develop a Python application that will accept two non-negative integers and store them in a list and will append ten additional values equivalent to the sum of the two previous elements of the list.
Sample Output:
First Number: 1
Second Number: 3
[1, 3, 4, 7, 11, 18, 29, 47, 76, 123, 199, 322]
The equilibrium constant kp for the oxidation of sulfur dioxide into sulfur trioxide is 5.6x10^4 at 350 celsius. if the equilibrium partial pressures of SO2 and SO3 are 0.64 atm and 0.58 atm, respectively,, what is the partial pressure of O2 in the system?
What is the cybercrime act of the Philippines?
Are all pleasures commensurable? Can they be evaluated on a single scale? Can some goods, like friendships, be balanced against other goods, like money?
Explain how will the increase in income affect the budget line for meat if you were to spend your income in these two goods meat and rice? Assume that you only spend the whole budget in buying meat
A population consists of the four numbers 3,7,11,15.Consider all possible samples of size two which can be drawn with replacement from this population
Mill revises utilitarianism by arguing for"higher" pleasures. Which pleasure are higher?