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Solve the initial value problem:


π‘₯^2𝑦" + π‘₯𝑦′ + 9𝑦 = 0; 𝑦(1) = 2, 𝑦′(1) = 0

Find the general solution of the equation:


π‘₯^2𝑦" βˆ’ 7π‘₯𝑦′ + 12𝑦 = 0

How can you use sociological imagination as a first year student in a university. Apply mills definition of sociological imagination example in your personal life and social life .e.g education

Given population of 5000 scores with mean=86 and standard devation=10. How many scores are between 76 and 86

Does all immunization in all countries meet the standard of world health organization


Design and implement a program that computes final averages for a set of grades. The program reads the grades from a user. (10) The format of a grade line is: N grades1, grades2, …………., grades5 Where N is total number of students and grades is the ith score. All scores must be between 0 and 100. The program reads the grades from the user, calculate and display the average


The weighted average is computed as:

NB: Your program should validate its input. That is, it should make sure each score is between 0 and 100 and that each student has n scores/ grades. If a student’s grades are invalid, the program should display an error message. The program should contain modules / functions that handles validating the input


Make Awareness Poster For Vaccination


Write the equilibrium constant expressions (Kc and Kp) for the following reactions:1. SO2Cl2(g) β‡Œ SO2(g) + Cl2(g)

2. H2O(l) + CO2(g) β‡Œ H2CO3(aq)



Minimal Absolute Difference

There are N pyramids in a line.You are given their heights as a list of integers.Write a program to find the minimum absolute difference between the heights of any two different pyramids.


Input

The input is a single line containing space-separated integers.


Output

The output should be a single line containing the minimum absolute difference of any two different pyramid heights.


Explanation

Given Pyramid heights are 7 1 5.

The absolute difference between the heights of any two different pyramids are



a population consist of the values(1,4,3,2) consider samples of size 2 that can be drawn from this population


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