Visualize Best fit curve with data frame

Now since from the above summary, we know the linear model of fourth-degree fits the curve best with an adjusted r squared value of 0.955868. So, we will visualize the fourth-degree linear model with the scatter plot and that is the best fitting curve for the data frame.

Example:

R




# create sample data
sample_data <- data.frame(x=1:10,
                          y=c(25, 22, 13, 10, 5,
                              9, 12, 16, 34, 44))
  
# Create best linear model
best_model <- lm(y~poly(x,4,raw=TRUE), data=sample_data)
  
# create a basic scatterplot 
plot(sample_data$x, sample_data$y)
  
# define x-axis values
x_axis <- seq(1, 10, length=10)
  
# plot best model
lines(x_axis, predict(best_model, data.frame(x=x_axis)), col='green')


Output:



Curve Fitting in R

In this article, we will discuss how to fit a curve to a dataframe in the R Programming language.

Curve fitting is one of the basic functions of statistical analysis. It helps us in determining the trends and data and helps us in the prediction of unknown data based on a regression model/function. 

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Visualization of Dataframe:

To fit a curve to some data frame in the R Language we first visualize the data with the help of a basic scatter plot. In the R language, we can create a basic scatter plot by using the plot() function....

Create Several Curves to fit on data

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Best fit curve with adjusted r squared value

Then we create linear regression models to the required degree and plot them on top of the scatter plot to see which one fits the data better. We use the lm() function to create a linear model. And then use lines() function to plot a line plot on top of scatter plot using these linear models....

Visualize Best fit curve with data frame:

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