︠8d703faf-92cf-4fd8-ad1f-52df27476544i︠
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<h1 style="text-align: center;">
<h1 style="TEXT-ALIGN: center">C&agrave;lculo con Aplicaciones</h1>
<h2 style="TEXT-ALIGN: center">Libro de Francisco Soler</h2>
<p style="TEXT-ALIGN: center">Elaborado por: Juan Sebasti&agrave;n Torres Esp&igrave;ndola</p>
<h6 style="TEXT-ALIGN: center">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;<a href="mailto:jstclarinet@hotmail.com">jstclarinet@hotmail.com</a></h6>
<p style="TEXT-ALIGN: center">&nbsp;</p>
<p style="text-align: left;"><span style="font-size: x-large;">Ejercicio 1.4</span></p>
</h1>
<p>Resolver:</p>
<p><strong>1.&nbsp; (2x^2-3y^2)^2</strong></p>

︡522de428-c411-4734-b7cd-b48d679f3a2d︡{"html": "<h1 style=\"text-align: center;\">\n<h1 style=\"TEXT-ALIGN: center\">C&agrave;lculo con Aplicaciones</h1>\n<h2 style=\"TEXT-ALIGN: center\">Libro de Francisco Soler</h2>\n<p style=\"TEXT-ALIGN: center\">Elaborado por: Juan Sebasti&agrave;n Torres Esp&igrave;ndola</p>\n<h6 style=\"TEXT-ALIGN: center\">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;<a href=\"mailto:jstclarinet@hotmail.com\">jstclarinet@hotmail.com</a></h6>\n<p style=\"TEXT-ALIGN: center\">&nbsp;</p>\n<p style=\"text-align: left;\"><span style=\"font-size: x-large;\">Ejercicio 1.4</span></p>\n</h1>\n<p>Resolver:</p>\n<p><strong>1.&nbsp; (2x^2-3y^2)^2</strong></p>"}︡
︠98fcd624-8dc8-4201-884c-84baf9fd391e︠
var ('x,y')
︡40fa4ccc-2f2f-4712-b7bc-806eff3467d8︡{"stdout": "(x, y)"}︡
︠d5a16810-dafe-4631-baef-8a441ebf03fd︠
expand ((2*x^2-3*y^2)^2)
︡230de163-54d4-4f6c-9c35-bfdc43580183︡{"stdout": "4*x^4 - 12*x^2*y^2 + 9*y^4"}︡
︠5259c07f-b907-4da6-83de-c110e4e1be05i︠
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<p><strong>2.&nbsp; (a^2+3)(a^2-3)</strong></p>

︡4e90745c-fc4c-45d4-b677-69494df82580︡{"html": "<p><strong>2.&nbsp; (a^2+3)(a^2-3)</strong></p>"}︡
︠f8a33bcf-9458-42c1-b0c4-b8b44bacdd5a︠
var ('a')
︡cb561b65-c6b3-4084-b35b-38c8082d4479︡{"stdout": "a"}︡
︠8e71f987-01e9-4371-9346-85c58c05fef5︠
expand ((a^2+3)*(a^2-3))
︡f271f742-c34f-40c5-9a33-52d388ad9181︡{"stdout": "a^4 - 9"}︡
︠4dede7a2-67f4-4c27-a109-ffa5cc4963cei︠
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<p><strong>3.&nbsp; (x^2+x+1)(x^2+x-1)</strong></p>

︡cefbefcd-7b10-4b01-8b96-98af07181e3b︡{"html": "<p><strong>3.&nbsp; (x^2+x+1)(x^2+x-1)</strong></p>"}︡
︠053c3ef7-3d56-42f8-b649-b81089250dc7︠
var ('x')
︡d32149ea-03df-4473-a655-021483229c49︡{"stdout": "x"}︡
︠abc79ee5-f7a9-455f-8b64-b82857b8aa26︠
expand ((x^2+x+1)*(x^2+x-1))
︡cb7cfcc9-7197-4a61-ace0-6670884adf8f︡{"stdout": "x^4 + 2*x^3 + x^2 - 1"}︡
︠8fa71138-30c4-4b64-9b69-e8e4cdabd1a6i︠
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<p><strong>4.&nbsp; (a-b+c)(a+b+c)</strong></p>

︡c0d33a24-0f11-48a9-905e-c2586f5e6542︡{"html": "<p><strong>4.&nbsp; (a-b+c)(a+b+c)</strong></p>"}︡
︠ff31991e-da27-4a8f-8d41-90c4df21c7d1︠
var ('a,b,c')
︡3112802a-19e7-4dbb-9461-17e63cb3c842︡{"stdout": "(a, b, c)"}︡
︠eb050439-bf65-45d2-87ea-853cd5887822︠
expand ((a-b+c)*(a+b+c))
︡4afba495-9a1c-4780-8f9f-4e72567ec23b︡{"stdout": "a^2 + 2*a*c - b^2 + c^2"}︡
︠fac3f9be-11b2-4f21-a62e-823cbcab327ai︠
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<p><strong>5.&nbsp; (2x+5)(3x-2)</strong></p>

︡d9896f4e-6af2-4914-97f2-b360a04c0fde︡{"html": "<p><strong>5.&nbsp; (2x+5)(3x-2)</strong></p>"}︡
︠ff68f6c8-f08c-4fe0-8547-6c9db1ee214d︠
var ('x')
︡51a284d1-6281-4b1d-bcf6-7d5a2a20e720︡{"stdout": "x"}︡
︠6b8c6564-e788-4ced-ba7b-c6cddb1c72af︠
expand ((2*x+5)*(3*x-2))
︡16b5f62e-0b04-4a5b-b72b-eae484ce07ba︡{"stdout": "6*x^2 + 11*x - 10"}︡
︠77cd9a0c-b9a6-411b-a138-988d90e9b83ci︠
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<p><strong>6.&nbsp; (3m-2n^2)^3</strong></p>

︡e4009e1d-d617-4289-9f7c-4db22190e9ac︡{"html": "<p><strong>6.&nbsp; (3m-2n^2)^3</strong></p>"}︡
︠806d0a54-0ed1-446c-9cb5-df1fd54e4ce5︠
var ('m,n')
︡36c19abe-a7df-46c6-9f1f-ccdf75e7bbac︡{"stdout": "(m, n)"}︡
︠e68e9416-5c45-44b2-bef2-8dd4237f426c︠
expand ((3*m-2*n^2)^3)
︡1327be31-4f8d-43f3-8193-e8a0c8ef67ea︡{"stdout": "27*m^3 - 8*n^6 + 36*m*n^4 - 54*m^2*n^2"}︡