1 страниц (7 вхождений)
Function intersection - Сообщения
Hi there,
is it possible to get exact point of functions intersection in Smath somehow? I have simply linear and constant function.
BR,
Marcin
is it possible to get exact point of functions intersection in Smath somehow? I have simply linear and constant function.
BR,
Marcin
There are more opportunities: without the use of plugins, for example, you can use the function or the method of inversion of the matrix.
sergio
[albumimg]1451[/albumimg]
sergio
[albumimg]1451[/albumimg]
1 пользователям понравился этот пост
mdominiak 18.02.2017 06:44:00
WroteThere are more opportunities: without the use of plugins, for example, you can use the function or the method of inversion of the matrix.
sergio
[albumimg]1451[/albumimg]
Thanks!
What with quadratic or higher function?
BR
The method 2, of course, no; the method 1 yes, but get only one solution.
You can also use the internal function, "solve", or the plugins.
Search on the forum the plugins "nonlinearsolvers" and "maxima". Allow to extend the solution of nonlinear equations (reading the discussions can also highlight some limitations highlighted by users).
sergio
You can also use the internal function, "solve", or the plugins.
Search on the forum the plugins "nonlinearsolvers" and "maxima". Allow to extend the solution of nonlinear equations (reading the discussions can also highlight some limitations highlighted by users).
sergio
Read the first example carefully. 'solve' is inaccurate on long range
but the initial is good enough to reduce the brackets. Wise to check
with accurate 'Dichotomy'.
Jean
Forum Solve.sm (15 КиБ) скачан 194 раз(а).
but the initial is good enough to reduce the brackets. Wise to check
with accurate 'Dichotomy'.
Jean
Forum Solve.sm (15 КиБ) скачан 194 раз(а).
"roots" is a great solving companion:
solve explicit & solve general intersection.
Jean
Solve roots.sm (12 КиБ) скачан 209 раз(а).
solve explicit & solve general intersection.
Jean
Solve roots.sm (12 КиБ) скачан 209 раз(а).
1 страниц (7 вхождений)
-
Новые сообщения
-
Нет новых сообщений