Abstract: This paper mainly discusses how to calculate the square root of a small integer by using the sum of the number of series. This algorithm can accurately return the square root of an integer to any precision when the memory space permits.
Title:The root of a number, such as the square root 2, is required to be reserved to 10 digits after the decimal point.
Solution One:It is equivalent to seeking a number N of the root, we use the dichotomy method to calculate, shrinking the range,
SQRT (x)Total Accepted: 93296 Total Submissions: 368340 Difficulty: Medium Submission URL: https://leetcode.com/problems/sqrtx/Implement int sqrt(int x) .Compute and return the square root of X.Analysis:Solution 1: Newton's Iterative Method (Newton
1. Description of the problem
The problem is this, given a number a, to solve the square root of the number, requiring precision f
Long time no fencing implementation algorithm code, today to write a small, follow-up algorithm is still
Mathematical principle derivation: f (x) = x2-n---formula (1) n is a value that requires a square root, such as the square root n = 100, which requires 100, so the problem is converted to the 0 point of F (x), the derivative of f (Xn) is the slope
C Language Standard library:http://www.cplusplus.com/reference/cmath/In an interval, each time the square of the middle number to test, if large, then try the middle of the left interval, if it is small, then take the middle of the right interval to
----- Edit by ZhuSenlin HDU
Given a positive number a, the square root of the database function is not required.
Set the square root of x, there is x2 = a, that is, the x2-a = 0. If function f (x) = x2-a, the red function curve is displayed. Take a
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