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Mathematics — previous courses · 2005 · May · Paper 1 · HL · TZ2 · Question paper

Mathematics — previous coursesQuestion paper2005HLMay

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This question paper is listed under Mathematics — previous courses in the 2005 examination archive. Its catalogue level is HL. The catalogue session is May. The information below helps you identify the document before opening the complete PDF. Subject, year and session labels come from the archive catalogue; the original cover remains the reference if a label differs. A file is not automatically suitable for your current syllabus simply because its subject name matches.

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 IB DIPLOMA PROGRAMME PROGRAMME DU DIPLÔME DU BI PROGRAMA DEL DIPLOMA DEL BI M05/5/MATHL/HP1/SPA/TZ0/XX MATEMÁTICAS NIVEL SUPERIOR PRUEBA 1 Martes 3 de mayo de 2005 (tarde) INSTRUCCIONES PARA LOS ALUMNOS Ÿ Escriba su número de convocatoria en las casillas de arriba. Ÿ No abra esta prueba hasta que se lo autoricen. Ÿ Conteste todas las preguntas en los espacios provistos. Ÿ Salvo que se indique lo contrario en la pregunta, todas las respuestas numéricas deberán ser exactas o con tres cifras significativas. 2205-7213 15 páginas 2 horas Número de convocatoria del alumno 0 0 22057213 0115 M05/5/MATHL/HP1/SPA/TZ0/XX 2205-7213 – 2 – Se otorgará la máxima puntuación a las respuestas correctas. Cuando la respuesta sea incorrecta se otorgarán algunos puntos siempre que aparezca el método empleado y éste sea correcto. Donde sea necesario, puede utilizar para sus cálculos el espacio que queda debajo del cuadro. Para los resultados obtenidos con calculadora de pantalla gráfica, deberá reflejarse por escrito el proceso seguido hasta su obtención. Por ejemplo, cuando deba utilizar gráficas de una calculadora de pantalla gráfica para hallar soluciones, deberá dibujar esas gráficas en su respuesta. 1. Los vectores de posición de los puntos P y Q son 2 3 1 −         y 2 2 4−         respectivamente. El origen está en O. Halle (a) el ángulo POQ; (b) el área del triángulo OPQ. Operaciones: Respuestas: (a) (b) 2. Resuelva la ecuación e2 1 2 x x− + = 2. Operaciones: Respuesta: 0215
File information
Subject
Mathematics — previous courses
Document type
Question paper
Year
2005
Session
May
Level
HL
Paper
1
Examination zone
TZ2
Language
Spanish
File size
384 KB
Pages
15
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