{
"cells": [
{
"cell_type": "markdown",
"metadata": {
"slideshow": {
"slide_type": "slide"
}
},
"source": [
"### ICS 104 - Introduction to Programming in Python and C\n",
"# Programming with numbers and Strings 2"
]
},
{
"cell_type": "markdown",
"metadata": {
"slideshow": {
"slide_type": "slide"
}
},
"source": [
"## Lab Learning Outcomes"
]
},
{
"cell_type": "markdown",
"metadata": {
"slideshow": {
"slide_type": "fragment"
}
},
"source": [
"- learn how to use Python strings.\n",
"- create programs that read and process inputs, and display the results."
]
},
{
"cell_type": "markdown",
"metadata": {
"slideshow": {
"slide_type": "slide"
}
},
"source": [
"## Some String Methods (Section 2.4.5 in the textbook)"
]
},
{
"cell_type": "markdown",
"metadata": {
"slideshow": {
"slide_type": "fragment"
}
},
"source": [
"### The notion of an object and associated methods\n",
"- an object is a software entity that represents a **value** with certain **behavior**.\n",
" - The value can be simple, such as a **string** or complex, such as a **data file**.\n",
" - The behavior of an object is given through its **methods**.\n",
"- A method, like a function, is a collection of programming instructions that carry out a particular task. \n",
" - But unlike a function, which is a standalone operation, a method can only be applied to an object of the type for which it was defined. "
]
},
{
"cell_type": "markdown",
"metadata": {
"slideshow": {
"slide_type": "slide"
}
},
"source": [
"### An example\n",
"- Consider the `upper` method associated with strings"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"slideshow": {
"slide_type": "-"
}
},
"outputs": [],
"source": [
"#%%writefile lab03Example.py\n",
"## Uncomment the above line after you finish your code and want to save it in a file. \n",
"\n",
"name = \"John Smith\" # name is the object\n",
"uppercaseName = name.upper() # upper is the method\n",
"print(uppercaseName)\n",
"print(name)"
]
},
{
"cell_type": "markdown",
"metadata": {
"slideshow": {
"slide_type": "fragment"
}
},
"source": [
"- Note here that the **`upper`** method results in a new string, i.e., it does NOT UPDATE the current string."
]
},
{
"attachments": {
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"
}
},
"cell_type": "markdown",
"metadata": {
"slideshow": {
"slide_type": "fragment"
}
},
"source": [
"### Summary of some string methods\n",
""
]
},
{
"cell_type": "markdown",
"metadata": {
"hide_input": false,
"nbgrader": {
"grade": false,
"grade_id": "Instructions",
"locked": true,
"schema_version": 3,
"solution": false,
"task": false
}
},
"source": [
"## Instructions:\n",
"- Solve exercise 1,2 and 3 in the respective cells below. Name your Jupyter notebook in the format:\n",
" \n"
]
},
{
"cell_type": "markdown",
"metadata": {
"slideshow": {
"slide_type": "slide"
}
},
"source": [
"## Exercises"
]
},
{
"cell_type": "markdown",
"metadata": {
"cell_style": "center",
"slideshow": {
"slide_type": "fragment"
}
},
"source": [
"## Exercise 1\n",
"Write a Python3 program that prompts for and reads the amount of change in Saudi Riyals. It then finds and prints the minimum number of Saudi Riyal bills represented by the change. Assume that the bills available are 1, 5, 20, and 100 Riyals.\n",
"\n",
"Hint: Use % and // division.\n",
"\n",
"Sample runs:
\n",
"Enter amount of change in SAR: 565
\n",
"The minimum number of bills is: 9
\n",
"Number of 100 Riyal bills = 5
\n",
"Number of 20Riyal bills = 3
\n",
"Number of 5 Riyal bills = 1
\n",
"Number of 1 Riyal bills = 0
\n",
"\n",
"-------------------------------------------------------------------------\n",
"\n",
"Enter amount of change in SAR: 76
\n",
"The minimum number of bills is: 7
\n",
"Number of 100 Riyal bills = 0
\n",
"Number of 20Riyal bills = 3
\n",
"Number of 5 Riyal bills = 3
\n",
"Number of 1 Riyal bills = 1
\n",
"\n",
"-------------------------------------------------------------------------\n",
"\n"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"nbgrader": {
"grade": false,
"grade_id": "ex01_answer",
"locked": false,
"schema_version": 3,
"solution": true,
"task": false
},
"slideshow": {
"slide_type": "-"
}
},
"outputs": [],
"source": [
"# YOUR CODE HERE\n"
]
},
{
"attachments": {
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"
}
},
"cell_type": "markdown",
"metadata": {
"slideshow": {
"slide_type": "slide"
}
},
"source": [
"### Exercise 2\n",
"Write an interactive Python3 program that prompts for and reads the area and the length of a rectangle in square centimeters and centimiters respectively. It then calculates and prints:\n",
"\n",
" •\tThe perimeter of the rectangle in centimeters.\n",
" •\tThe length of the diagonal in inches.\n",
" \n",
"\n",
"\n",
"Note:\n",
"\n",
" •\tYour program must declare an appropriate constant.\n",
" •\t1 inch = 2.54 centimeters\n",
" \n",
"Sample program runs:\n",
"\n",
"Enter the area of a rectangle in square cm: 500.0\n",
"\n",
"Enter the length of the rectangle in cm: 25.6\n",
"\n",
"Perimeter = 90.26 cm, Diagonal = 12.68 inches.\n",
"\n",
"-------------------------------------------------------------------------------\n",
"\n",
"Enter the area of a rectangle in square cm: 36.0\n",
"\n",
"Enter the length of the rectangle in cm: 6.0\n",
"\n",
"Perimeter = 24.00 cm, Diagonal = 3.34 inches.\n",
"\n",
"-------------------------------------------------------------------------------"
]
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"### Exercise 3\n",
"\n",
"A student password is formed as follows:\n",
"\n",
" •\tStudent’s first name in lowercase.\n",
"\n",
" •\tFollowed by last character in uppercase\n",
"\n",
" •\tFollowed by first character in uppercase\n",
"\n",
" •\tFollowed by $ character\n",
"\n",
" •\tFollowed by student’s year of birth * 2\n",
"\n",
"\n",
"Write an interactive Paython3 program that prompts and reads a student’s first name and year of birth. It then creates and prints the student password.\n",
"\n",
"Sample program runs:\n",
"\n",
"Enter student's first name: MUHSIN\n",
"\n",
"Enter student's year of birth: 1982\n",
"\n",
"Password = muhsinNM$3964\n",
"\n",
"----------------------------------------------------\n",
"\n",
"Enter student's first name: Saleem\n",
"\n",
"Enter student's year of birth: 2005\n",
"\n",
"Password = saleemMS$4010\n",
"\n",
"-----------------------------------------------------\n"
]
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