majidmetal
commented
7 years ago Euclidean division
The x-th is given by this formula
When the value x is an integer, I add 1 to the value of n.
When the value x is a rational number and if it already has an arithmetic progression in the hashtable to the integer part of the x value, I have to pass the calculation to this arithmetic progression.
When the value x is a rational number and has no arithmetic progression, I create it and add it to the hashtable with the integer part of the x value.
To decide when x is an integer or a rational number, I just have to use the div () function. This function returns the quotient part and the remaining part. This is clearly the Euclidean division.
Using an affine equation
The main task consists in calculating the coefficients a and b of an affine equation such that:
جعبه ابزار جعبه ابزار پلاستیکی اتو لوله سبز دریل چکشی دریل شارژی کمپرسور باد فندکی تراز لیزری دریل چکشی رونیکس اره فارسی بر فارسی بر آاگ دریل چکشی رونیکس بتن کن ابزارهای دستی دریل شارژی رونیکس