|
34 | 34 | "name":"stdout", |
35 | 35 | "output_type":"stream", |
36 | 36 | "text": [ |
37 | | -"IPython console for SymPy 1.11.1 (Python 3.11.2-64-bit) (ground types: gmpy)\n", |
| 37 | +"IPython console for SymPy 1.13.3 (Python 3.13.2-64-bit) (ground types: gmpy)\n", |
38 | 38 | "\n", |
39 | 39 | "These commands were executed:\n", |
40 | 40 | ">>> from sympy import *\n", |
|
43 | 43 | ">>> f, g, h = symbols('f g h', cls=Function)\n", |
44 | 44 | ">>> init_printing()\n", |
45 | 45 | "\n", |
46 | | -"Documentation can be found at https://docs.sympy.org/1.11.1/\n", |
| 46 | +"Documentation can be found at https://docs.sympy.org/1.13.3/\n", |
47 | 47 | "\n" |
48 | 48 | ] |
49 | 49 | } |
|
1180 | 1180 | { |
1181 | 1181 | "data": { |
1182 | 1182 | "text/latex": [ |
1183 | | -"$\\displaystyle x^{3} + x^{2}\\cdot\\left(2 - z\\right) + x\\left(y + 1\\right) - 3$" |
| 1183 | +"$\\displaystyle x^{3} + x^{2}\\left(2 - z\\right) + x\\left(y + 1\\right) - 3$" |
1184 | 1184 | ], |
1185 | 1185 | "text/plain": [ |
1186 | 1186 | " 3 2\n", |
|
1743 | 1743 | "$\\displaystyle 1 + x +\\frac{x^{2}}{2} -\\frac{x^{4}}{8} -\\frac{x^{5}}{15} -\\frac{x^{6}}{240} +\\frac{x^{7}}{90} +\\frac{31 x^{8}}{5760} +\\frac{x^{9}}{5670} + O\\left(x^{10}\\right)$" |
1744 | 1744 | ], |
1745 | 1745 | "text/plain": [ |
1746 | | -" 2 4 5 6 7 8 9\n", |
1747 | | -" x x x x x 31⋅x x ⎛ 10⎞\n", |
| 1746 | +" 2 4 56 7 8 9\n", |
| 1747 | +" x x xx x 31⋅x x ⎛ 10⎞\n", |
1748 | 1748 | "1 + x + ── - ── - ── - ─── + ── + ───── + ──── + O⎝x ⎠\n", |
1749 | | -" 2 8 15 240 905760 5670" |
| 1749 | +" 2 8 15 240 90 5760 5670" |
1750 | 1750 | ] |
1751 | 1751 | }, |
1752 | 1752 | "execution_count":65, |
|
1801 | 1801 | " 5 4 3\n", |
1802 | 1802 | "x 5⋅x 10⋅x 2 137\n", |
1803 | 1803 | "── - ──── + ───── - 5⋅x + 5⋅x - ───\n", |
1804 | | -"5 4 3 60" |
| 1804 | +"5 4 360" |
1805 | 1805 | ] |
1806 | 1806 | }, |
1807 | 1807 | "execution_count":67, |
|
2067 | 2067 | "$\\displaystyle f{\\left(x\\right)} - 2\\frac{d}{d x} f{\\left(x\\right)} +\\frac{d^{2}}{d x^{2}} f{\\left(x\\right)} =\\sin{\\left(x\\right)}$" |
2068 | 2068 | ], |
2069 | 2069 | "text/plain": [ |
2070 | | -" 2\n", |
2071 | | -" d d\n", |
| 2070 | +"2\n", |
| 2071 | +" dd\n", |
2072 | 2072 | "f(x) - 2⋅──(f(x)) + ───(f(x)) = sin(x)\n", |
2073 | 2073 | " dx 2\n", |
2074 | 2074 | " dx" |
|
2337 | 2337 | "⎢ 2 2 2 2⎥\n", |
2338 | 2338 | "⎢ - c + u - c ⋅ρ + ρ⋅u ⎥\n", |
2339 | 2339 | "⎢ ⎥\n", |
2340 | | -"⎢ 2 ⎥\n", |
2341 | | -"⎢-c ⋅ρ u ⎥\n", |
| 2340 | +"⎢2 ⎥\n", |
| 2341 | +"⎢ -c ⋅ρ u ⎥\n", |
2342 | 2342 | "⎢0 ───────── ───────── ⎥\n", |
2343 | 2343 | "⎢ 2 2 2 2 ⎥\n", |
2344 | 2344 | "⎣ - c + u - c + u ⎦" |
|
2394 | 2394 | "F = 1 * kilogram * 9.81 * meter / second**2\n", |
2395 | 2395 | "convert_to(F, newton)" |
2396 | 2396 | ] |
2397 | | - }, |
2398 | | - { |
2399 | | -"cell_type":"code", |
2400 | | -"execution_count":null, |
2401 | | -"metadata": {}, |
2402 | | -"outputs": [], |
2403 | | -"source": [] |
2404 | 2397 | } |
2405 | 2398 | ], |
2406 | 2399 | "metadata": { |
|
2419 | 2412 | "name":"python", |
2420 | 2413 | "nbconvert_exporter":"python", |
2421 | 2414 | "pygments_lexer":"ipython3", |
2422 | | -"version":"3.10.10" |
| 2415 | +"version":"3.13.2" |
2423 | 2416 | } |
2424 | 2417 | }, |
2425 | 2418 | "nbformat":4, |
|