Assignment 20th Feb.ipynb

{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "0d5c1fa7-d863-4e69-9365-b5e20bd7fed9",
   "metadata": {},
   "source": [
    "Q1. Explain GET and POST methods."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "2627abe5-e611-4876-af1c-95f44727e722",
   "metadata": {},
   "outputs": [],
   "source": [
    "#Get method is used to get data from server\n",
    "#While post method is used to post data to server\n",
    "#Both are used inside app routing"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4cf89b5a-992d-4113-a505-a2b42ce88c49",
   "metadata": {},
   "source": [
    "Q2. Why is request used in Flask?"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "ace816b5-a0d3-4e76-88ec-5d54dbebd7dd",
   "metadata": {},
   "outputs": [],
   "source": [
    "#Request is used to request data from incoming get method \n",
    "#Request is used to get data from client to server it can be extracted by get and post method"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "93e2dcb8-7910-46af-a103-4272ca30ff50",
   "metadata": {},
   "source": [
    "Q3. Why is redirect() used in Flask?"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "ded0527f-9c4b-4b46-8f77-de8261ed5057",
   "metadata": {},
   "outputs": [],
   "source": [
    "#This is used for dynamic URL building\n",
    "#With the help of this redirect() method we can divert out website to required one\n",
    "#It redirects the user to other target location depending on condition"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1a45153e-db95-47e4-b594-29867c4c4881",
   "metadata": {},
   "source": [
    "Q4. What are templates in Flask? Why is the render_template() function used?"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "95fd0673-dfc4-4131-92a2-ba6e4e8a9be6",
   "metadata": {},
   "outputs": [],
   "source": [
    "#Templates are used to divert and make use of other web pages\n",
    "#We can render other web pages and get connected to that using render templates\n",
    "#It provides function through which we can pass html or any other file\n",
    "#Along with it we can even pass parameter we want to use in that web page"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "985aef18-215d-4dfe-b747-42e5ab077ca4",
   "metadata": {},
   "source": [
    "Q5. Create a simple API. Use Postman to test it. Attach the screenshot of the output in the Jupyter Notebook.\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "14ad8b8d-4626-4398-9d9a-0bfb07026232",
   "metadata": {},
   "outputs": [],
   "source": [
    "\"\"\"\n",
    "from flask import Flask,redirect,url_for,render_template,request,jsonify\n",
    "\n",
    "app=Flask(__name__)\n",
    "\n",
    "@app.route(\"/postman_action\",methods=[\"POST\"])\n",
    "def submit():\n",
    "    if request.method==\"POST\":\n",
    "        science=int(request.json[\"science\"])\n",
    "        math=int(request.json[\"math\"])\n",
    "        java=int(request.json[\"java\"])\n",
    "        name=(request.json[\"name\"])\n",
    "        if(((science>=0) and (science<=100) ) and ((math>=0) and (math<=100) ) and ((java>=0) and (java<=100))):\n",
    "            percentage=round((science+math+java)/3,2)\n",
    "            if(percentage<35):\n",
    "                result=f\"{name} you failed better luck next time!!!\"\n",
    "            elif(percentage<50):\n",
    "                result=f\"Congrats {name} you got C grade and {percentage}% percentage!!!\"\n",
    "            elif(percentage<70):\n",
    "                result=f\"Congrats {name} you got B grade and {percentage}% percentage!!!\"\n",
    "            elif(percentage<90):\n",
    "                result=f\"Congrats {name} you got A grade and {percentage}% percentage!!!\"\n",
    "            elif(percentage<=100):\n",
    "                result=f\"Congrats {name} you got S grade and {percentage}% percentage!!!\"\n",
    "        else:\n",
    "            result=\"Invalid Input\"\n",
    "        return(jsonify(result))\n",
    "\n",
    "if __name__ == \"__main__\":\n",
    "    app.run(host=\"0.0.0.0\")\n",
    "\n",
    "\"\"\"\n",
    "\n"
   ]
  },
  {
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"
    }
   },
   "cell_type": "markdown",
   "id": "8ade0626-c8c6-4506-bca8-6c9be74f535c",
   "metadata": {},
   "source": [
    "OUTPUT\n",
    "![image.png](attachment:e9bf96e7-faa0-404c-85cf-8bb853b54919.png)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "671a2a82-f976-4b4b-9f9c-b9f7c99ae841",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "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": "3.10.8"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}