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Basic Understanding of the Linear Regression | What is the Linear Regression?
Explore the Linear Regression Using Python
course content

Зміст курсу

Explore the Linear Regression Using Python

Explore the Linear Regression Using Python

1. What is the Linear Regression?
2. Correlation
3. Building and Training Model
4. Metrics to Evaluate the Model
5. Multivariate Linear Regression

bookBasic Understanding of the Linear Regression

Welcome to the course! Today we will start by investigating one of the most popular conceptions in machine learning - linear regression. We will be digging into this simple supervised learning model using some well-known libraries of Python, which you probably already know.

Let's start!

So what is regression? Before answering this question, let's look at the following scatter plot below. For example, we have done the research, got some data, then visualized it and plotted it on our graph.

We intuitively want to add a line to see what the trend is. But which one would best visualize our dependence? Blue? Green? Or maybe black?

To find the correct answer, we need to use a learning model - linear regression. Let's find out the meaning of this method. Linear regression is an approach for modelling the relationship between variables that you operate in research, finding mathematically the straight line to your data (if we are talking about two-dimensional graphs) to predict future values.

Let's express the equation of this desired line for our plot (so that in the future, we operate with numbers and not with colors on the graph):

Where b is the intercept and k is the slope of the line. x is an independent variable (input), whereas y is our output. Our goal is to find this k and b.

Завдання

You have a simple dataset of the dependence of the height of Abyssinian cats on their weight (values of arrays x and y respectively).

  1. [Line #2] Import the library matplotlib.pyplotto build the plot.
  2. [Lines #9-10] Using the linear regression we have found the straight line which expresses dependencies of variables, the slope, and the intercept are 0.93 and -3.97 respectively. Build this line.
  3. [Line #25] Display the plot.

Switch to desktopПерейдіть на комп'ютер для реальної практикиПродовжуйте з того місця, де ви зупинились, використовуючи один з наведених нижче варіантів
Все було зрозуміло?

Як ми можемо покращити це?

Дякуємо за ваш відгук!

Секція 1. Розділ 1
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bookBasic Understanding of the Linear Regression

Welcome to the course! Today we will start by investigating one of the most popular conceptions in machine learning - linear regression. We will be digging into this simple supervised learning model using some well-known libraries of Python, which you probably already know.

Let's start!

So what is regression? Before answering this question, let's look at the following scatter plot below. For example, we have done the research, got some data, then visualized it and plotted it on our graph.

We intuitively want to add a line to see what the trend is. But which one would best visualize our dependence? Blue? Green? Or maybe black?

To find the correct answer, we need to use a learning model - linear regression. Let's find out the meaning of this method. Linear regression is an approach for modelling the relationship between variables that you operate in research, finding mathematically the straight line to your data (if we are talking about two-dimensional graphs) to predict future values.

Let's express the equation of this desired line for our plot (so that in the future, we operate with numbers and not with colors on the graph):

Where b is the intercept and k is the slope of the line. x is an independent variable (input), whereas y is our output. Our goal is to find this k and b.

Завдання

You have a simple dataset of the dependence of the height of Abyssinian cats on their weight (values of arrays x and y respectively).

  1. [Line #2] Import the library matplotlib.pyplotto build the plot.
  2. [Lines #9-10] Using the linear regression we have found the straight line which expresses dependencies of variables, the slope, and the intercept are 0.93 and -3.97 respectively. Build this line.
  3. [Line #25] Display the plot.

Switch to desktopПерейдіть на комп'ютер для реальної практикиПродовжуйте з того місця, де ви зупинились, використовуючи один з наведених нижче варіантів
Все було зрозуміло?

Як ми можемо покращити це?

Дякуємо за ваш відгук!

Секція 1. Розділ 1
toggle bottom row

bookBasic Understanding of the Linear Regression

Welcome to the course! Today we will start by investigating one of the most popular conceptions in machine learning - linear regression. We will be digging into this simple supervised learning model using some well-known libraries of Python, which you probably already know.

Let's start!

So what is regression? Before answering this question, let's look at the following scatter plot below. For example, we have done the research, got some data, then visualized it and plotted it on our graph.

We intuitively want to add a line to see what the trend is. But which one would best visualize our dependence? Blue? Green? Or maybe black?

To find the correct answer, we need to use a learning model - linear regression. Let's find out the meaning of this method. Linear regression is an approach for modelling the relationship between variables that you operate in research, finding mathematically the straight line to your data (if we are talking about two-dimensional graphs) to predict future values.

Let's express the equation of this desired line for our plot (so that in the future, we operate with numbers and not with colors on the graph):

Where b is the intercept and k is the slope of the line. x is an independent variable (input), whereas y is our output. Our goal is to find this k and b.

Завдання

You have a simple dataset of the dependence of the height of Abyssinian cats on their weight (values of arrays x and y respectively).

  1. [Line #2] Import the library matplotlib.pyplotto build the plot.
  2. [Lines #9-10] Using the linear regression we have found the straight line which expresses dependencies of variables, the slope, and the intercept are 0.93 and -3.97 respectively. Build this line.
  3. [Line #25] Display the plot.

Switch to desktopПерейдіть на комп'ютер для реальної практикиПродовжуйте з того місця, де ви зупинились, використовуючи один з наведених нижче варіантів
Все було зрозуміло?

Як ми можемо покращити це?

Дякуємо за ваш відгук!

Welcome to the course! Today we will start by investigating one of the most popular conceptions in machine learning - linear regression. We will be digging into this simple supervised learning model using some well-known libraries of Python, which you probably already know.

Let's start!

So what is regression? Before answering this question, let's look at the following scatter plot below. For example, we have done the research, got some data, then visualized it and plotted it on our graph.

We intuitively want to add a line to see what the trend is. But which one would best visualize our dependence? Blue? Green? Or maybe black?

To find the correct answer, we need to use a learning model - linear regression. Let's find out the meaning of this method. Linear regression is an approach for modelling the relationship between variables that you operate in research, finding mathematically the straight line to your data (if we are talking about two-dimensional graphs) to predict future values.

Let's express the equation of this desired line for our plot (so that in the future, we operate with numbers and not with colors on the graph):

Where b is the intercept and k is the slope of the line. x is an independent variable (input), whereas y is our output. Our goal is to find this k and b.

Завдання

You have a simple dataset of the dependence of the height of Abyssinian cats on their weight (values of arrays x and y respectively).

  1. [Line #2] Import the library matplotlib.pyplotto build the plot.
  2. [Lines #9-10] Using the linear regression we have found the straight line which expresses dependencies of variables, the slope, and the intercept are 0.93 and -3.97 respectively. Build this line.
  3. [Line #25] Display the plot.

Switch to desktopПерейдіть на комп'ютер для реальної практикиПродовжуйте з того місця, де ви зупинились, використовуючи один з наведених нижче варіантів
Секція 1. Розділ 1
Switch to desktopПерейдіть на комп'ютер для реальної практикиПродовжуйте з того місця, де ви зупинились, використовуючи один з наведених нижче варіантів
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