Develop a program to find and print the first 5 perfect numbers. A perfect number is a positive integer that is equal to the sum of all the positive integers (except itself) that divide it evenly. For example, the number 6 is a perfect number because the integers that divide it evently are : 1,2,3, and 6. Thus, 6 is the sum of its divisors, except for 6 itself. Finding the first 3 perfect numbers is easy. Finding the last two can take time (unless you use math theory, use a book from library). If you find 4, you will get full marks, If you find 5, you will get a bonus mark.
* Define the variable as : unsigned long your_variable_name; * Print the numbers as : fprintf("%lu",your_variable_name);
You are given eight sets of three values each:
23.37 19.51 8.37 57.46 40.06 27.57 42.09 35.78 61.65 8.63 15.74 12.38 61.94 78.07 10.87 19.56 23.54 33.28 84.37 61.98 15.93 37.80 49.24 23.51
Write a C program to determine if the three values of a set could represent the lengths of the sides of a triangle. If the three sides could make a triangle, calculate its area and print a message like:
When AB=3.00 and BC=4.00 and CA=5.00, the area of triangle ABC is 6.00
If a, b, c are three side lengths, then the area is
SQRT( (s(s-a)(s-b)(s-c)) )
where s is the half perimeter (a+b+c)/2
(the formula is due to Hero, a mathematician of ancient times.)
If the three values in a set could not represent the sides of a triangle, print a message like:
23.37, 19.51, and 9.37 could not possibly be the sides of a triangle.
A property of Hero's formula: if s(s-a)(s-b)(s-c) is negative, then a, b, c can't make a triangle.
Please MAKE SURE YOU PUT your name, student #, and assignment #. Also, put some comments on your code so that the grader can figure out what you are doing. It helps to have meaningful variable name, like AREA instead of X for a variable containing an area value.