Click the AI Terms of Use button

Read and accept the terms and click Apply Globally.

Notes:

It can take some time for a response to appear.  You can continue to use Maple while waiting for a response. Responses are cached, so if you search for the same phrase again, you will notice the response can be much quicker.

This feature relies on sending your query to a third party AI tool, and, as a result,the answers you get may not be accurate or complete.  Maplesoft cannot control the quality of the response.

An equation inserted from the AI Formula Assistant may need to be edited to be in proper Maple notation.

At times, you may encounter an error message when you try to insert an equation.  In such a case, you may still be able to manually copy and paste from the AI Search Assistant into the worksheet.

$\mathrm{with}\left(\mathrm{NaturalLanguage}\right)$

$\left[\mathrm{Explain}\,\mathrm{GetCommand}\,\mathrm{GetMath}\,\mathrm{Query}\,\mathrm{RawQuery}\right]$

$\mathrm{Explain}\left(''polar\; coordinates''\right)$

$''Polar\; coordinates\; are\; a\; two-dimensional\; coordinate\; system\; in\; which\; each\; point\; on\; a\; plane\; is\; determined\; by\; a\; distance\; from\; a\; reference\; point\; (often\; called\; the\; pole\; or\; origin)\; and\; an\; angle\; from\; a\; reference\; direction\; (usually\; the\; positive\; x-axis).\; These\; two\; values\; are\; often\; represented\; as\; (r,\; \theta ),\; where\; r\; is\; the\; distance\; and\; \theta \; is\; the\; angle\; in\; radians\; or\; degrees.\; This\; system\; is\; especially\; useful\; in\; situations\; where\; the\; relationship\; between\; two\; points\; is\; more\; conveniently\; expressed\; in\; terms\; of\; angles\; and\; distance,\; instead\; of\; horizontal\; and\; vertical\; distances\; as\; in\; the\; Cartesian\; (or\; rectilinear)\; coordinate\; system\; (x,\; y).\; In\; many\; fields,\; including\; physics,\; engineering,\; and\; graphics,\; polar\; coordinates\; can\; simplify\; calculations.\; For\; instance,\; they\; allow\; easy\; computation\; of\; spiral\; patterns\; and\; circular\; paths.''$

$\mathrm{GetMath}\left(''surface\; area\; of\; a\; cylinder''\right)$

$\mathrm{SA}=2\mathrm{\pi }r\left(r+h\right)$

$\mathrm{GetCommand}\left(''How\; do\; I\; solve\; an\; equation\; numerically?,\; model=ChatGPT''\right)$

$\mathrm{fsolve}\left(\mathrm{expression}=0\,x=a..b\right)$