The lazy way to do it would be to take what we have now and just divide by 1000 (or a random int between x and y), multiply by that number rounded, add a term equal to the modulus

Add linear algebra related, such as determinant, trace and etc.

ln, cos, sin should use \ln, \cos etc. or \operatorname{f} (e.g \ln{}) for other functions

Holding it a few seconds makes it generate only once.

I'm getting "NaN" and/or "undefined" appearing in expressions for the integer zero.

This error has been reported for numbers like 420, 421, and 983

Likely did not use brackets somewhere so you got an error from an expression like x^y^z (which should be written as x^{y^z} or x^{y^{z}}). Or -7e^{\pi i}^2 should be -7e^{{\pi i}^2} or {-7e^{\pi i}}^2 depending on what we need

Disable all features and try to generate the output for 345

Allow users to choose different levels or math courses for the types of math expression

Maybe using checkboxes to select or deselect expressions like limits, trig, derivatives etc

• Make it more clear that exponents are being applied to the entire log versus the contents of the log, possibly by adding a set of brackets or parentheses that encompass the entire log.
• when 1 is replaced by cos^2(x)+sin^2(x), put parentheses around it
• Trig and log functions are functions. Their arguments deserve to be protected by parens.
• The bracketing style (lim expr) is better than lim (expr)

Add number theory related, such as Little Fermat, Wilson theorem

Wow this is a really cool project. Would be awesome if it would incorporate crazy integrals aswell!

Hopefully, this fixes the Ambigous use of \over error

For example,

if (n % 2 !== 0) {
        return true;
      } else {
        return false;
      }

should become:

return n % 2 !== 0

It would be neat to have the ability to export the generated expression to LaTeX code.

• Like from 1 to 10 how complex the equation should be. Then you would have to add things like 2=(8-2)/6+1 for the easy ones and so on.
• set up a slider for a level of difficulty, like from grades In high school to graduate college. That way, people can grow the difficulty slowly, and they would have a clear goal on how hard it is to complete each level
• If there is a selectable grade level list it could have fun uses in rpg gaming for prop creation based in reality. Or practicing working through problems.