Adding Fractions with Like Denominators from Different Wholes

The video tutorial teaches how to add fractions with like denominators from different wholes. It explains the concept of fractions as dividing wholes into equal parts and demonstrates adding fractions using shapes divided into thirds, sixths, and fourths. The tutorial emphasizes counting the units of fractions and maintaining the same denominator when adding fractions.

What does it mean when we say the denominator does not change when adding fractions?

How can you visually represent the addition of fractions?

Describe the process of counting the shaded parts in a shape.