Ejercicios 1 soluciones

1.1 Practica lo aprendido:
[justify]Representa la función lineal de cada uno de estos ejemplos y escribe su expresión algebraica. [b][br][/b][b] a.[/b] Has alquilado un piso por 400€ mensuales con una clausula que aumenta todos los años 12€. [br][b] b.[/b] Un depósito de agua de 500l tiene una fuga por la que pierde 0,01l por hora.[br] [b]c.[/b] En una franquicia de restaurantes se pagan 3,95€ por un vaso de refresco que puedes rellenar todas las veces que quieras. [br][b] d.[/b] El kilo de tomates está a un precio de 2,20€ [/justify][justify][/justify]
Expresiones algebraicas
1.2 Tarifa de aparcamiento
El aparcamiento subterráneo “El Cristo”, de uso público, está situado bajo la plaza del Cristo y cuenta con dos accesos para vehículos: uno en la calle Nava y Grimón esquina con calle San Francisco y otro, en el Camino Las Peras; asimismo cuenta con tres accesos peatonales mediante escaleras de un solo tramo y cubiertas con marquesinas, existiendo un ascensor en uno de estos accesos. [br]En cumplimiento de la normativa vigente publicada en el Boletín Oficial de Canarias nº 252 de 31 de diciembre de 2019, Ley 19/2019 de 30 de diciembre, de Presupuestos Generales de la Comunidad Autónoma de Canarias para 2020, se presentan las tablas detalladas de Precios en vigor para la Actividad de Parking.[br][b]TARIFAS:[/b][br][img]data:image/png;base64,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[/img]
Representa, calcula y responde
[b]a.[/b] ¿Cuánto pagas si te quedas 5 minutos? ¿Cuánto si son 15 minutos?[b]b. [/b]¿Cuánto minutos pagas hasta llegar al máximo diario de 7,50€? [br][b]c.[/b] Representa en una gráfica la función que describe cuántos euros hay que pagar respecto a los minutos de estancia, en el parking, para las primeras 24h (1440 minutos).[br][b]d.[/b] Escribe las expresiones de las tres rectas que definen dicha función y los intervalos de tiempo en que deben aplicarse.[br]
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Information: Ejercicios 1 soluciones