TY - BOOK AU - Brase, Charles; Brase, Corrine AU - Brase, Charles AU - Brase, Corrine TI - Estadística básica SN - 978-1-337-78218-0 U1 - 310 PY - 2019/// CY - Ciudad de México PB - CENGAGE Learning KW - Estadística KW - Probabiblidad N1 - Incluye: Ápendice de tablas; Contiene: Empecemos; Organización de datos; Promedios y variación; Correlación y regresión; Teoría elemental de probalidad; Distribución de probalidad binomial y temas relacionados; Curvas normales y distribución muestral; Esimación; Pruebas de hipótesis; Inferencias sobre diferencias; Temas adicionales usando inferencia UR - 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LDwqJIzHExIA0awP8VJOPYJVnKopCtY2G3sNwPlaocWiabClMvmUXHXbtbY1mlKSfgK1Fmo4VhocHHI63EUpBFumbsNq+e4pm+0rhxss10Y6Gxa4rS+D+JHEYVsMxJdRprrYbA3rzi3CI2xEMqMFlBXOl97dbW0p+m7F7qjWwhI7uR5iAHYi17bXpFj+OQYnmQggkLsfzt3oriWKTltE5ILA2tv8v6V8v4cAswOYg8y1/n1FTwx5W32POXF6NR4ETKkoIPx6b11FYziUeHIULfNrcC166qOUvRlGPsxiSEaV7iFudKJVRlGleFwL1Vnhx2yODSxq2Viaqgck0ZCNDpQSsXJpjGd/ugtKOWdaJecGOwqiF9QDQk/CJybbLuG4QSyBHICbu5NsiDc5tvSx6mtLxuCKBYsgeUyWWKEfCezyHox6G4PbSspxKFnURqCeYyLp2zCtzxDiGGwwDspZ4FRL5SS2YaRx3Nrn6UH4PS+Evq2DeJeG4UzYZ2fW1uWCLD+eQ7BQRlv1Nh2pd4leeDDiBVPMnlfIVuSEvdrnfN06WF+1E4/hhfGjGSkqqxmXIbWsi6RAX2DXLDUG+4q7w/iXIeByzl1aWZmN+Vnj0jjPYAjt+VI4qkztUu0LIsXJBhoIsKolLZs0gJKqwPmGm/X0qri8MrynIoziNVDdCWbzjbsBrVv+H/E4ljTDMTzOa+XTZRquY7dLVbypVleMyqzhs7FvwpJqlgdDYi1vepuLUn/ALZSMk4nuIxxwyBMHlZ8/Mkiv5spW+ax66dPpXvjjj88XJdFUxSxkvG4BDMdcjdQQPrTqXguHR/tTgK0Sksbnotu+9qzWDwcMeC5uNkZ4sZMGQqCSlgx5ljsdLH0poKLaYsm1oZ4V8Phlh5UJYYh1cBbtl8oBZSR+EsNNDa56Vn+P4HERcR5kSMzO4K2vYnQMjHtp171ssHiEwk0eAQM5ERkhlaxD3BPT1zDToKyOA8ZYpI8zqjtHJlkuLHK2lhbYgi1/Wsou3X/AH5NKSpFviXh2ITEAmN2ibLYqL5G6hT017/lWo4XwtcgLnMV16ggdbWFz8hTDifETFhDiIlMqMquim+ax3udydfkBSrGcYEuCbF4aTlygA20OVhuDp2/WlcXKtfgbklew/GYcKwXMCpUtm0s62uDnGht3FKVS5QFRlZb5wd/S3ep8Pxg4pw2VWPLxEXnbljR9PiyDUKTYm2xF+9Rwdvs6Kou1vL326eh7U8ocV/yLCVtma4XLy+IWiZgLm9rG+nUbGqfEnESMdzEY6ZQfXXUUR4e4cY8QJJyVuSUHVr048S+GRNIjxkIb+Yd+t/eqOUU9+hEnWvYL4idmlw7a279tKBwfBT9p5jsuXNcDa5pv48mMcKBbZrAX9utZrivECzxIttMrE+valgm1oaTjeyjxfI32ggX0A07V1OPEEsKyee2YqCa6qRlS6YGvyLMPiNDpraoyrpfqao4Yb5ltqRcfKvBJbc1pWeSmo2EYVsponCzBmIoWLU3rsGAshv1oeSc0nbLVFr1TOpvfpV2JbT50Oz1qrYkfY1wmPWPLJb4fivrp1sBbW1OxxlsW0sccUZRY45ImkX8Wh1PRh07WrKxoCrDQsRop2+f12pr4axEkbRoYs7NGc7G/lRWOUAXAFjfQelFx+t+T0PiSX7RzxnFQ4gRyF2WRQUyiMlTtnQm6mx713hycJzmbLlcncWsOwI3FtNe1J/H2WQ4fExnJHLGYntoFkRtM+U21B3vtSThuElzco3yvewJ3YC4trroDtQnG4aOqMqlsf8AFYYcM0uJVhnIywqLeVyu+nUEXv8AzGluGUmMGRiGflJKzdFEhOvW5DCrOFiJY+ZINVdyFbzX1UXt2Hl1/rRbRLiGkQkhAfIdvOL2LA/hJIqSev7KVsEx2DxUss65mytKodc1w0f4SL7gC1aHxEkcfC44QwYxBbHuwvcjtvelMuLxEeHS4AlW92vcWUm1/caUDjmkXD2Nyruct+pY3yg/l7Ur5Sar2MlFRdhvD8RnTBPzMrRRSIfKWOViQoAX06k034V4bijwUvMdSzG7MV138i/Ebm9qxOH4vIF5YFgdNCwt2AItWn8P4CWaGKd5AEV3SOIlvOy6BmZibi9xt0q2SDUbbJwkm6SDvCGAfDRSnETxPDJ5QuckK97fi0U62tTiHhsOGiliQALLq4axGuwHYf1rHeOsK0UcECRrGkpzMqm4aUkdbXIF/n2py3iSOB4sKxZmVVR3tmF7bWOpH6UjjKS5Lz/QyaWmAeBOHy4bFzeRivJcAAizgnyjNtf6U34hEyTFX05bHe34tV1Ha9qWv4jbCzHmAPmYZUU2CIDuSdbntehvHUpkxxKErGAjNr/Lf/S1Ukm42xIvjKkdj4pJMWh3ijXMf1NU4XxLJ9qAXzxnygfvVXiPigVFWIi77kdB3BpX4chzYhTcgJ5iaCX1t+gt1KkP/Fc2eZVOoYgAeg3pd4lw8aglbBhb6UVDIZcSW3VKT8fwzHElQD5iCB6GhjXS9DSerD+N8HmldXjBIKLe/e1dTzheOsuVgQVsNNvlXUecvRuEWYrCPa1tKtw+HYkm2nevMKF61PE8RIGVRYUZTldJHlRUX2GYJVW4J1tQs0d2NvlVUY0zdaIwj3J9q1MSclWke4bDlhcmrcYgVFPVr/Qafreh4nbMVBIJ29T2+lXlc6ZPxpdwP4kIGe3crlDexbtRSb0La0haJCK0eBjeWBEikyuHDMc2XyL3J33/ACpHFCGYA7GnUGBXKyXBVxZgCwIHe40vVI+mUxzUZIbvFyXIDrLDJrKslmDC9j5dLZd83r1oTjnDosLjMJiIEtA2ptfQnykWO2jX+tE8NxbgeaaJQrmG3K1Zh8Krc2fT563tVPHZbxrEysrPIGKtrZRqRcaaaXsSBtc2NSaaPTjUkC8NRRNJ7uRfezHT9vpTLlg5jvcC99jqSAT0A3PuO1A4VTq2mhIv8t/Wjo0JWwupvYgi2g7g2O/pXM7OjQp4gC7ohbcgXBte5BOnpb86h/iFi1eSLDw3YRWuVvcytoqrbewH50XJGgYd+gH7elW+DlXPLLlVpFYMlwSUtdc4A1IBOpGwNUxutiZFekQxXhmaNA2KlgiDblEJlfTVUA0L+tq84rIZhFhYs0RUWgjJNgg3LuPxtv1/q4M8c7WkkscxQsSRnkFxlXNrGetxvcVnsVwSZmbLiEREa4LOS0fcEj9rXqtyl+4k6itD7hnDzh8OoxTCRkJkDnzCPpZWfW+u/rWfx/h8z4jmRuFjbVn7f8Nv1p9xjHQwwCSS0smQRKHvrbVmfcC5sfkKGg8Sxxx80xOJWS2QHyqo+AnbLf2vTxi/AjfslD4Xw7yozyNlSxN2HmCa21/DpvSxMcZcS7LYi9/rsB7C1K8N4hxTTFxNKC17KrtZQelu1arB8RmQDPI5a25Ym4pctVQcb8mXfwziJJDkjJBY7DQXp1Nwt8Fh2spaRtL2tv0J7VXxPxpJcqLswYi5JsQa7inE1ZYjMpubeUm/zoSvSGjVtiad2w4QCRVe+ZrEMfY5f3NaLjGOSNYny+ZwBewub77bUK/h0STc0tZNCV66bfKlHH5i2KRV2VlA7bjp0o/WVJBpxGPiHFmJlUDpeuq7xlhiZEuR8PX866gqodpmWSQDevWW9rVQDcUThmtTs8eWiWe2lE4Mi+tUSSKToLV7HJY6i9KTltBSRLc3vfoR+1MY8ErBWSQCS+YKzCNi38UTnRX/AJdj6dFjurWscp/m2/8AuG3zFX4iNigBHlPexVvY7H5VouuxY6ewifBBiSfupFNnDLkXMeki7wOf+2ehW9BvLIjFHBRl6Hf09wd77GmfD8QfIrFpMoyhCwEijqInbRx/9J7g0ZjMAjRcwWkhXS48hhJ/DZv8htfgYmM23Teqcb2ivFNlHCMYGkj+0BHTaNyDnV7gaEm9xcdbaVS7KWvGWMUaZUvqQLm7e7HU+9e4fCvGTcqVAujkaZtB8LapIARdT3BFwQTZiAouo0YqW91W2/QbjTra9Tm21R6Xx9xthnDHVVK65jt/Yo2STJGDpfuBrt3t2pFwy4I166kdBYE+mthRXE3LWFrbH52uLDtptU3j2dCnoqzkvmYat87D1/pVXDoys1gyRM4cZjuhYWDITowuRdT0I6gVCN7MWbpuR0/pRmJw6SRghQ6MBp1s3yuNKWuLGdSQRxGCIxCSSRXhjyo6JcCOZT8SHRlB7DTtVeJgjUtJhvK8igvIc5VVH4tSLN6i9SPCmlGaNct7xzAmyMMv+coBuzC1rnWhsHxRxA6SJ5UORGZfiA22Fr3FdMPtVHLPXYtxuIjj8kaGRxvK4zG53Khrj62+dBDGyOSGykenfvr+1V44vu5EYOozkLf/AKfib3AqOFwbsMyJLIo/EF5afJ21b6CquvBLsa8JgXNsAba+tR8RY9kIQXB6f0qfCsIVPMlkijG2jGQ/VMwP1FT4jjMMr5yjStsM1lHvlUkkfMVKtlLA+AcILXllFlXzXOgHqx6CrsLL9pxI8hyJr9OvoOwp1gcQJYBmICH8NrC2xsB+u9V44xYSI5bgttbf/Wp8t15KqNJPwSbj6ifl/EtjcjcH1rFtMzTZxqc9x9dKK4FOoxClgSGNvmeta7B8Aijm5gvbcdh8qzagzJOaFXjeZw8YGnk16611POK4YSMCegtXUqkh3F+z56h0tVuHGhNVxbV7g21Iqh5Elo4m5osG9CObGwouI5d6EnoWXR7mNtLiiuG8QkT+HXe+l/fLv/1AiqQ4vXmHbzbUE34J2xoqRynKyhG0HlYG/wD2wwPtkQd2600wGGniNxJnHw5lsJAv8BU5knXf7s5vQpvSKLDxsdXH1T92pjhkZSBHPYWtl8rD2y5mFvlVk6XQ6l+AjE4dboWVDDcRuFYgI5YGMhCbxDMrLkzMFJ8uhofHG8zZhZmQ7gCwDAMdtxpV+Pd1KyGOJyMoZAGQSLmBAZG8oIIBUrax 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