{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# TEMA 2. Condicionales. Comparadores múltiples.\n", "\n", "Los condicionales son instrucciones de código que permiten tomar decisiones a lo largo del programa. Esto es algo muy natural de entender, a lo largo de tu vida te des cuenta o no estás tomando continuamente decisiones y muchas de ellas se basan en condiciones. \n", "\n", "Por ejemplo, si por la mañana cuando te levantas llueve, cogerás un paraguas. Si te vibra el móvil porque tienes un whatsapp, lo vas a mirar. Fíjate que las condiciones de las que estamos hablando son siempre del tipo: si (está pasando algo) yo hago (esto). \n", "\n", "Es posible incluso que te encuentres con situaciones donde para tomar una decisión incluyas varias condiciones. Por ejemplo, si te vibra el móvil porque tienes un nuevo mensaje de Whastapp pero estás en clase y están prohibidos los móviles en el instituto, entonces decides que es mejor no mirar el móvil. \n", "\n", "\n", "\n", "\n", "\n", "## Objectivos\n", "\n", "- Aprender los tipos booleanos.\n", "- Aprender a usar los operadores de comparación.\n", "- Entender y manejar los condicionales.\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Tu primer condicional\n", "\n", "Como hemos visto, las acciones que tomas en la vida pueden venir precedidas de una condición previa. Pues bien, vamos a escribir nuestro primer condicional en programación Python. \n", "\n", "# Sección 2.1 IF \n", "\n", "Una sentencia condicional en Python se escribe como la instrucción `if`. Es la traducción al inglés del \"si\" condicional. `if` llueve, me llevo el paraguas. Después del `if` siempre viene una acción, en nuestro ejemplo la acción es \"llevarse un paraguas\"" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# TU PRIMER If\n", "\n", "llueve= True\n", "if (llueve): print(\"Lleva paraguas\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Sección 2.1.1 Tipos de datos booleanos\n", "\n", "Como ves, el `if` está formado por la condición y después por una acción si se cumple esa condición. En este caso, imprime por pantalla \"lleva paraguas\". Hay situaciones que son verdaderas o falsas. Es decir, `True`o `False`. Es mucho más cómodo declarar estas situaciones con variables booleanas, es decir, variables que solo pueden ser o verdadero o falso.\n", "\n", "Por ejemplo, te ha llegado un whatsapp o no te ha llegado. Esto es `True`o `False`. Vamos a poner un ejemplo de como lo pondríamos en Python. " ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# Tu primera variable booleana\n", "\n", "mensaje_whatsapp= True\n", "if (mensaje_whatsapp) : print (\"Tienes un Whatsapp\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Sección 2.2 Else\n", "\n", "Habrá días que no llueva y por tanto, no necesites coger el paraguas. Hay una instrucción llamada `else` que en caso de que no se cumpla la condición, ejecuta una acción. Esto es muy útil, mira el siguiente ejemplo:" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# Puede llover o puede no llover\n", "\n", "llueve= False\n", "if (llueve): print(\"Lleva paraguas\")\n", "else: print(\"No lleves paraguas\")\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# Incluso puede cambiar el tiempo\n", "\n", "llueve= False\n", "if (llueve): print(\"Lleva paraguas\")\n", "else: print(\"No lleves paraguas\")\n", " \n", "llueve= True\n", "if (llueve): print(\"Lleva paraguas\")\n", "else: print(\"No lleves paraguas\")\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Operadores de comparación\n", "\n", "Vamos a introducir un nuevo desafío. Para decidir si la condición del `if` se cumple o no, vamos a comparar \"algo\" con otro \"algo\". Esta comparación tiene que tener algún sentido. Por ejemplo, ¿1 es mayor que 2? Esta comparación sí tiene sentido. ¿Qué es mayor, el número 1 o el Empire State Building de Nueva York? No tiene sentido. Es importante que las comparaciones tengan sentido. " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "| Comparador | Sintaxis| ¿Qué significa |\n", "|----------|:-------------:|:---------------|\n", "| != |x != y | x no es igual a y |\n", "| > | x > y| x es mayor que y |\n", "| < | x < y| x es menor que y |\n", "| >= | x >= y| x es mayor o igual que y |\n", "| <= | x <= y| x es menor o igual que y |" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Vamos a probar los comparadores en los siguientes ejemplos. Como verás se pueden comparar números y también cadenas de texto." ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# Este ejemplo comprueba si 1 es igual a 2\n", "1==2" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# Este ejemplo comprueba si 1 es diferente a 2\n", "1!=2" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# Este ejemplo comprueba si 1 es mayor o igual a 2\n", "1<=2" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# Este ejemplo comprueba si la cadena con el nombre \"juan\" es igual a \"juan\"\n", "\"juan\"==\"juan\"" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# Este ejemplo comprueba si la cadena con el nombre \"Pepe\" es igual a \"Juan\"\n", "\"Pepe\"== \"Juan\"\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Ejercicio. ¿Cuándo metemos la pizza en el horno?\n", "\n", "Los pizzeros (pizzaiolos) napolitanos cuidan su horno y sus pizzas al máximo. Nunca meten una pizza en un horno frio pues la base nunca se quedaría suficientemente hecha para aguantar los ingredientes sin romperse cuando la cojas. En nuestra pizzería queremos que todas las pizzas salgan bien y por eso tenemos un termómetro en el horno. Diseña un pequeño programa donde la variable **temperatura** sea comprobada. Si la temperatura es menor de 350ºC, se debe avisar por consola de que el horno está aún muy frio. Si es superior o igual a 350ºC el programa nos dirá que ya podemos meter la pizza. " ] }, { "attachments": { "horno.png": { "image/png": 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} }, "cell_type": "markdown", "metadata": {}, "source": [ "\n", "" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "## Programa para comprobar si ya podemos meter la pizza en el horno\n", "\n", "temperatura_horno=400\n", "if (temperatura_horno) < 350 : print (\"Muy frio\")\n", "elif (temperatura_horno) > 350 :\n", " print(\"Mete la pizza\")\n", "\n", "# Escribe tu código aquí" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "## Y ahora vamos a hacer lo mismo, pero vas a poder seleccionar la temperatura del horno con un deslizador\n", "## Pon tu condicional donde pone \"PON TU CODIGO AQUI\"\n", "## Recuerda en el condicional, comparar la variable temperatura_horno\n", "\n", "from IPython.display import display\n", "import ipywidgets as widgets\n", "temperatura_horno=widgets.IntSlider(value=275,\n", " min=0,\n", " max=400,\n", " step=1,\n", " description=\"Temperatura\")\n", "display(temperatura_horno)\n", "button = widgets.Button(description=\"¡Comprueba!\")\n", "display(button)\n", "def on_button_clicked(b):\n", " \n", " ########################\n", " ## PON TU CODIGO AQUI ##\n", " \n", " \n", " if (temperatura_horno.value) < 350 : print (\"Muy frio\")\n", " elif (temperatura_horno.value) > 350 :\n", " print(\"Mete la pizza\")\n", " \n", "\n", "button.on_click(on_button_clicked)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Sección 2.3 Comparadores Múltiples" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Ya hemos hecho una comparación sencilla. Hemos visto que tras una comparación podemos ejecutar una acción y hemos comprado la temperatura del horno y si llueve o no llueve. Pero en nuestro día a día hacemos comparaciones mucho más complejas, generalmente ejecutamos una acción después de hacer mentalmente muchas comparaciones. Podríamos decir que detrás de cada decisión hay un arbol de decisión más o menos complejo detrás. \n", "\n", "Vamos a escribir nuestro primer comparador múltiple. Para ello nos vamos a apoyar en los comparadores booleanos. Estos comparadores son '`and`', '`or`' y '`not`', que en inglés significan '`Y`', '`O`' y '`NO`'. Vamos con un ejemplo: \n", "\n", "Supongamos que te gusta salir a correr, pero no te gusta correr con mal tiempo. Además tienes una agenda apretada con muchas prioridades en 2º de Bachillerato con muchos exámenes y estudiar para selectividad. Por tanto, para que puedas salir a correr se tiene que dar el caso de que **haga sol** y que además **tengas tiempo**. \n", "\n", "Esta doble condición la podríamos escribir como sigue:" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# Ejemplo para probar: Condiciones para que yo vaya a correr\n", "hace_sol=True\n", "tengo_tiempo=True\n", "\n", "\n", "if (hace_sol==True and tengo_tiempo==True ) : print (\"Salgo a correr\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Prueba tu ahora. Dadas las condiciones iniciales siguientes, sustituye las XXXX del código por **True o por False** y las VVVVV por **and o por or** para que nos digan que no podemos salir a correr en cualquier caso." ] }, { "cell_type": "code", "execution_count": null, "metadata": { "scrolled": true }, "outputs": [], "source": [ "# Ejemplo para probar: Condiciones para que yo NO vaya a correr\n", "hace_sol=False\n", "tengo_tiempo=False\n", "\n", "\n", "if (hace_sol==XXXX VVVV tengo_tiempo==XXXX ) : print (\"No puedo salir a correr\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "¿Estás seguro de que tu código funciona en cualquier caso? Vamos a ponerlo a prueba. Sustituye las XXXX del código por **True o por False** y las VVVVV por **and o por or** por las que has utilizado en el ejemplo anterior y ejecuta los ejemplos. Si tu código estaba bien escrito, los dos siguientes ejemplo deberían de secirte que no puedes salir a correr." ] }, { "cell_type": "code", "execution_count": null, "metadata": { "scrolled": true }, "outputs": [], "source": [ "# Ejemplo para probar: Condiciones para que yo NO vaya a correr\n", "hace_sol=False\n", "tengo_tiempo=True\n", "\n", "\n", "if (hace_sol==XXXX VVVVV tengo_tiempo==XXXX ) : print (\"No puedo salir a correr\")" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "scrolled": true }, "outputs": [], "source": [ "# Ejemplo para probar: Condiciones para que yo NO vaya a correr\n", "hace_sol=True\n", "tengo_tiempo=False\n", "\n", "\n", "if (hace_sol==XXXX VVVVV tengo_tiempo==XXXX ) : print (\"No puedo salir a correr\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Ejercicio: Pedidos Online\n", "\n", "Nuestra pizzería tiene una pequeña página web donde se aceptan pedidos online. Uno de los requisitos es que los pedidos no se permitan fuera del horario de trabajo, puesto que no tenemos el horno encendido o no hay nadie en el local para hacer la pizza. ¿Qué opinarías como cliente de una pizzería que te acepta y te cobra un pedido pero no hay nadie para cocinarlo y entregarlo?\n", "\n", "En este ejemplo tienes que calcular y escribir código para los siguientes casos dependiendo de la hora. Si el pedido se intenta hacer fuera del horario de trabajo, sencillamente se le dirá al cliente que no puede realizar el pedido. Sin embargo, si estamos dentro del horario de trabajo antes del horario de comida, se informará al cliente diciéndole que el pedido queda anotado, pendiente de que llegue el horario de comida para ser cocinado y entregado. ¡Vamos allá!\n", "\n", "**Sustituye las XXXX y las VVVV por lo que consideres necesario para que funcione el ejemplo siguiente:**" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "hora = 17.05 # Esta es la hora de ejemplo. Prueba a cambiarla para comprobar todos los casos posibles.\n", "\n", "horario_trabajo_empieza = 11.00 # Hora de comienzo de la jornada laboral\n", "horario_trabajo_termina = 17.00 # Hora de finalización de la jornada laboral\n", "\n", "comida_empieza = 13.00 # Comienzo del horario de comida\n", "comida_termina = 16.00 # Final del horario de comida\n", "\n", "# Informamos de si el pedido puede realizarse:\n", "\n", "# Comprobamos si estamos dentro del horario de comida\n", "if (hora >= comida_empieza and hora<= comida_termina)==True : print (\"El pedido se puede realizar sin problemas\") \n", "\n", "# Si lo anterior era FALSE, comprobamos si no estamos dentro del horario de comida pero sí estamos en el horario laboral previo (de 11 a 13) \n", "elif (((hora >= comida_empieza and hora<= comida_termina)==False) and ((hora>= horario_trabajo_empieza and hora<=comida_termina)==True)) : print (\"El pedido queda anotado\")\n", "\n", "# Si todo lo anterior ha fallado es que estamos fuera del horario de pedidos\n", "else : print (\"No se puede realizar el pedido. Consulte nuestro horario\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Prueba a cambiar la hora para ver qué pasa" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# ¿QUÉ HEMOS APRENDIDO?\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "En este tema hemos aprendido los condicionales `if`, `elif` y `else`. Además hemos practicado con varios tipos de datos, como los booleanos y hemos empezado a practicar con los comparadores múltiples" ] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.7.0" } }, "nbformat": 4, "nbformat_minor": 2 }