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Three methods to find the roots of non-linear functions - #228
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There are three methods that find approximately the roots of a non-linear function
Bisection,Newton,Intersection
priya-sundaram-dev added a commit
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Sep 2, 2026
The devcontainer image build fails on main: the Dockerfile does `COPY requirements.txt`, but that file was removed when the repo moved its dependencies to pyproject.toml, so there is nothing to copy. Switch devcontainer.json to pull the upstream mcr.microsoft.com/devcontainers/python image and install pre-commit/ruff/uv in postCreateCommand. Fully within .json so it stays keeper-safe; the now-unused Dockerfile can be dropped in a follow-up once the keeper accepts the Dockerfile filename (TheAlgorithms#228).
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cclauss added a commit
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Sep 2, 2026
… .vscode (keeper-safe .json-only) (#15162) * ci(devcontainer): Debian 13 Trixie + Python 3.14, Ruff settings, drop .vscode Bumps the base image to 3.14-trixie purely via devcontainer.json's build.args.VARIANT (the Dockerfile's ARG reads it), so the Dockerfile itself is untouched and keeps installing requirements + pipx pre-commit/ruff. - VARIANT 3.13-bookworm -> 3.14-trixie (Debian 13, latest stable CPython). - Replace removed python.linting.*/blackPath settings with Ruff format-on-save + fixAll/organizeImports (matches pre-commit and CI); add the Ruff extension. - Delete .vscode/settings.json: pre-commit/Ruff cover this now. Keeps the change to .json files only. * ci(devcontainer): use prebuilt image instead of broken Dockerfile build The devcontainer image build fails on main: the Dockerfile does `COPY requirements.txt`, but that file was removed when the repo moved its dependencies to pyproject.toml, so there is nothing to copy. Switch devcontainer.json to pull the upstream mcr.microsoft.com/devcontainers/python image and install pre-commit/ruff/uv in postCreateCommand. Fully within .json so it stays keeper-safe; the now-unused Dockerfile can be dropped in a follow-up once the keeper accepts the Dockerfile filename (#228). * Update .devcontainer/devcontainer.json --------- Co-authored-by: Christian Clauss <cclauss@me.com>
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Bisection uses the Bolzano theorem, the others 2 find the root faster by using the derivative of the function