I am writing a program in Java in which the user is supposed input an integer, n.My program should then create an array where the entries are [1.25^0], [1.25^1], . . ., [1.25^n].In order to make this
I am testing corner cases on the pow call(#include <math.h>), specifically pow(-1, Inf). On my desktop (Ubuntu) I get the result 1.0, this is in accordance with the 2008 IE开发者_C百科EE floati
I\'m having s开发者_如何学运维ome difficulty getting my JavaScript to produce the same results as a spreadsheet that\'s been given to me.
I am trying to make a power function to calculate the power of 17^2147482999. I tried this code: function ipow($a, $b) {
Could someone explain why pow() in the following code is returning a 0 when the program is run, rather than the actual calculation? I\'m a newbie to programming and I\'m entirely stumped.
Is there an implementation in gmp that allows a power function withonly mpf_t\'s as argument? I want to do this:
I used the base converter from here and changed it to work with ulong values, but when converting large numbers, specifically numbers higher than 16677181699666568 it was returning incorrect values. I
I can not find anything wrong with the following code, whence the MSVC# compiler stores NAN in \"c\":
I\'m looking for the implementation of pow(real,开发者_运维百科 real) in x86 Assembly. Also I\'d like to understand how the algorithm works.Just compute it as 2^(y*log2(x)).
Let\'s say I have the following code snippet: int i; double value; for(i = 0; i < CONSTANT; i++) { value = (do开发者_高级运维uble)pow(2, i);
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