Showing Results for classifying objects : Page 2

Let your students explore similarities and differences between arrays, and help them understand the commutative property of multiplication. Use this as a stand alone lesson or as a prelesson for Parking Lot Multiplication.

Take students’ understanding of bar graphs and line plots to the next level. This lesson will encourage students to think about how graphs are designed and the questions we can ask and answer about data presented in graphs.

This pronoun lesson plan gives your students the opportunity to clarify noun and pronoun agreement as they work with a list of object pronouns. Your students will replace the object of sentences with the correct object pronouns.

In this lesson, students will learn how to understand that a fraction is a number that describes the relationship between a part and a whole.

In this lesson, your students will use hands-on visuals to learn about fractions! Your students will love using manipulatives to practice placing fractions on a number line.

High order thinking skills are critical skills for students of all ages. In this lesson, your students will create word problems about money.

Make division come to life with this hands-on, introductory lesson on the operation of division! Students will use authentic problems and manipulatives to experience division in action.

Students will have a blast turning a reading passage into a Reader's Theater skit. This lesson teaches them to use dialogue to help readers understand the experiences of different characters.

Let’s put it all together! In this lesson, students will explore the different parts of a drama or play. By the end of the lesson they will be able to define terminology related to plays and give examples of the unique genre features!

While memorization is important when it comes to multiplication facts, a foundation of understanding is key, too! Use this lesson on its own or as a pre-lesson for Hands-On Multiplication.

The ability to analyze the component of a word problem is an important foundation for young mathematicians. Use this as a stand alone lesson or alongside What's the Problem?