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Code Listing by Fouad Teniou

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Odd-Even Recursion program is a recursive function, which does produce a positive or a negative set of odd or even numbers. However, the function return numbers which are lower or greater than the value of the number entered by the user until it reaches its base case value, where the function returns a value and the recursion stops. Though solving repetitive problems requires a powerful method and yet recursion allows the design of faster...



C. Maclaurin. A Scottish mathematician gained his master degree at age 17, and his major mathematics' work arise from his special knowledge in Newton's ideas and the formulation of Newton's methods.

However, C. Maclaurin also...



The most commonly used number system is the denary number system, a system of numbers to base 10. However, All the others numbers systems are used in the computing field.
And the binary number system, a system of numbers to base 2 uses only...



I realised a lack of an nth root function within Python maths' modules, even though, you could fulfil the task by using the power function, and I wrote nth-Root program.
However, I used Newton’s method Xn+1 = Xn - f(Xn)/f’(Xn) , n =...



If n is a positive integer,factorial(n!) is the product of all the positive integers from 1 up to the given integer.
However, different types of functions are applied,including the anonymous lambda to generate the factorial number, because it...



C. Maclaurin. A Scottish mathematician gained his master degree at age 17, and his major mathematics' work arise from his special knowledge in Newton's ideas and the formulation of Newton's methods.

However, C. Maclaurin also...



C. Maclaurin. A Scottish mathematician gained his master degree at age 17, and his major mathematics' work arise from his special knowledge in Newton's ideas and the formulation of Newton's methods.

However, C. Maclaurin also...



My program Rectangle_Method could be used for finding areas of an interval [a,b] under a curve y = f(x) by dividing the interval [a,b] into n equal subintervals and constructing a rectangle for each subinterval.
However, the greater the...



C. Maclaurin. A Scottish mathematician gained his master degree at age 17, and his major mathematics' work arise from his special knowledge in Newton's ideas and the formulation of Newton's methods.

However, C. Maclaurin also...



C. Maclaurin. A Scottish mathematician gained his master degree at age 17, and his major mathematics' work arise from his special knowledge in Newton's ideas and the formulation of Newton's methods.

However, C. Maclaurin also...