- #1
KenKEN Stone
- 2
- 0
When i input "Solve[{ax + by == 0, cx + dy == 1}, {x, y}]", the machine answered "{{}}", the answer is not what i want, i want to know if my mathematica 5 has some problems.
There could be several reasons for this. First, check that you have entered the equation correctly, including all necessary parentheses and operators. If the equation is entered correctly, the issue could be with the equation itself - it may not have a solution or may have multiple solutions. You can also try using different solving methods, such as Solve
or NSolve
, to see if that helps find a solution.
Error messages can be helpful in pinpointing the issue. Check the error message to see if it gives any specific information about what went wrong. You can also try using the Check
function to catch and handle errors. Additionally, you can search for the error message online to see if others have encountered the same issue and how they resolved it.
This could be due to the use of Complex
numbers in the equation. To force Mathematica to only give real solutions, you can use the Assumptions
option with your solving function and specify that the variables are real numbers. For example, Solve[x^2 + 1 == 0, x, Assumptions -> x \[Element] Reals]
will only give real solutions.
One way to improve performance is to use specific solving methods that are better suited for certain types of equations. For example, Solve
is best for polynomial equations, while NSolve
is better for transcendental equations. Additionally, specifying the domain or assumptions of the variables can also improve performance. You can also try using the Timing
function to see how long it takes for Mathematica to solve your equation and look for ways to optimize it.
This could be because the equation has infinite solutions or because Mathematica is having trouble handling the symbolic parameters. You can try using Reduce
instead of Solve
as it can handle equations with symbolic parameters better. Additionally, you can try assigning specific values to the parameters or using Simplify
to see if that helps Mathematica find a solution.