Maple code to perform mathematical operations on the output of isolve
May 11, 2021 · Maple code to perform mathematical operations on the output of isolve Ask Question Asked 4 years, 7 months ago Modified 4 years, 7 months ago
how to solve a Maple problem with three variables?
Jan 27, 2019 · It'd be better suited at www.stackoverflow.com or www.mapleprimes.com , but even then you should state exactly what code you issued with a proper description of the goal. If you are using …
Sage Binary Quadratic solve does not return all solutions
Oct 10, 2024 · You'll need to complete a few actions and gain 15 reputation points before being able to upvote. Upvoting indicates when questions and answers are useful. What's reputation and how do I …
MAPLE: Solve Equation with 3 unknowns in $\\mathbb{Z}$
Jul 2, 2019 · I am trying to input in MAPLE solve(23x+15y+18z = 11780, {x,y,z}) And it returns {x=x, y = -23/15 x +2356/3 -6/5 z, z=z} But I want it better to return something like {x = 211 ,y = 223, z = 199}...
Find the inverse of a - Mathematics Stack Exchange
Take a 4 × 8 4 × 8 matrix whose first 4 columns are your matrix, and the last 4 columns are the identity. Then row-reduce until you get the identity on the first 4 columns. The matrix you get on the last four …
$A^ {1/A} =B^ {1/B} =C^ {1/C} ,A^ {BC} +B^ {AC} +C^ {AB} =729$
Apr 22, 2021 · It's almost as if you were supposed to render $A=B=C=2$. The sum was supposed to be $2×3^4=48$, but someone fat-fingered on the calculator and entered $3×3^4 ...
Mellin transform of the polylogarithm, and Mellin transform of
Jan 23, 2026 · but cot(πσ + π) ≠ cot πσ − i cot (π σ + π) ≠ cot π σ i. I cannot get anything but divergent results when trying to evaluate these. Is WA using a different definition for the Mellin transform for …
1/b = b + 1/c = c + 1/a = t - Mathematics Stack Exchange
Sep 7, 2016 · for some real t. Show that t = -abc I tried using continued fractions to isolate a,b and c but equations of degree more than 2 are formed.
When does $a \\equiv b \\pmod n \\implies x^a \\equiv x^b \\pmod n
Jan 18, 2026 · Initially I thought the following was generally true, where a, b, x a, b, x are integers.
How to find a fundamental solution to Pell's equation?
Nov 30, 2014 · A commonly used method to find the fundamental solution to the Pell's equation is the Dirichlet's approximation theorem, but I didn't understand how to apply it. Could anyone throw some …