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Understanding Multiple Linear Regression
With video explanation | Data Series | Episode 4.4
We have taken a look at Simple Linear Regression in Episode 4.1 where we had one variable x to predict y, but what if now we have multiple variables, not just x, but π₯β,π₯β and π₯β β¦ to predict y β how would we approach this problem? I hope to explain in this article.
Simple Linear Regression Recap
From Episode 4.1 we had our data of temperature and humidity:
We plotted our Data, found and found a linear relationship β making linear regression suitable:
We then calculated our regression line:
using gradient descent to find our parameters ΞΈβ and ΞΈβ.
We then used the regression line calculated to make predictions for Humidity given any Temperature value.