Logistic regression is a parametric statistical learning method, used for classification especially when the outcome is binary. Logistic regression models the probability that a new observation belongs to a particular category.

## What will be the modeling technique used to predict a categorical variable in R?

**ANOVA, or analysis of variance**, is to be used when the target variable is continuous and the dependent variables are categorical. The null hypothesis in this analysis is that there is no significant difference between the different groups.

## How can we use R to predict something?

Apart from describing relations, **models also can be used to predict values for new data**. For that, many model systems in R use the same function, conveniently called predict(). Every modeling paradigm in R has a predict function with its own flavor, but in general the basic functionality is the same for all of them.

## What does predict () do in R?

The predict() function in R is used **to predict the values based on the input data**. All the modeling aspects in the R program will make use of the predict() function in its own way, but note that the functionality of the predict() function remains the same irrespective of the case.

## What is a good prediction model?

When evaluating data, a good predictive model should tick all the above boxes. If you want predictive analytics to help your business in any way, the data should be **accurate, reliable, and predictable across multiple data sets**.

## How do I find the best predictor variable in R?

Generally **variable with highest correlation** is a good predictor. You can also compare coefficients to select the best predictor (Make sure you have normalized the data before you perform regression and you take absolute value of coefficients) You can also look change in R-squared value.

## What is a 95% prediction interval?

A prediction interval is a range of values that is likely to contain the value of a single new observation given specified settings of the predictors. For example, for a 95% prediction interval of [5 10], you can be 95% **confident that the next new observation will fall** within this range.