What is Learnership?

Learnership combines the words and meanings of the words “learner” and “ownership.” Together, they embody the elevation of learning to learner ownership. Someone who has true learnership is one who self-directs, self-evaluates, self-reflects, and self-controls their own learning. We are posting new articles every week so make it your routine to check-in frequently. Or, subscribe to The Learnership Review and receive monthly emails so you never miss a thing.

How to Get Your Children Talking About Their Learning

In this article, you will learn...

  • Metacognition is the side of learning that pushes students to increased academic growth, and it is the side of learning that parents and caregivers can support each and every day.
  • Parents and caregivers can support their child to own their learning by boosting their metacognition through conversations about their learning.
  • Where to find additional support for metacognitive conversations. (www.elevatedachievement.com).

How Parents and Caregivers Can Elevate Their Child’s Achievement

In this article you will learn:

  • That for students to be successful they need to have ownership of their learning. In other words, they must be able to self-direct, self-evaluate, self-reflect, and self-control their own learning.
  • A parent’s and caregiver’s role is not to be the teacher but to motivate their child to clearly know what they are learning, how they are learning it, and how well they are learning it. In other words, their role is to support their child in taking ownership of their learning.
  • How to use specially designed resources and tools to support student ownership at home.

How to Support Students in Owning Their Mathematics at Home

In this article you will learn...

  • Mathematical thinking (metacognition) is crucial for mathematical success.
  • Parents and caregivers can support students to be mathematical thinkers, even when they are at home.
  • How to use a series of questions and sentence frames that push your child’s mathematical thinking and speaking skills.

Building Math Metacognition in Three Easy Steps

In this article you will learn:

  • Why mathematics standards were intentionally designed with two types: Standards for Mathematical Content and Standards for Mathematical Practice.
  • Building metacognition in math can be achieved when teachers understand and integrate the content and practice standards, determine the grade-level progressions of the practice standards, and support students to use these practices on a daily basis through direct conversations about math.
  • It is imperative that we teach our students to think like mathematicians by asking questions that foster metacognition and teach them to speak like mathematicians when making ownership statements that demonstrate that they are actively integrating both cognitive and metacognitive skills, both mathematical content and mathematical practice.

Teaching Kids to Speak Like Mathematicians

In this article you will learn:

  • Language plays a critical role in learning mathematics because students are expected to use specialized vocabulary.
  • The teacher’s role is to show students how to articulate their thinking using specialized vocabulary in mathematics.
  • It is imperative that we teach our students to think like mathematicians by asking questions that foster metacognition and teach them to speak like mathematicians when making ownership statements that demonstrate that they are actively integrating both cognitive and metacognitive skills, both mathematical content and mathematical practice.

What are people saying about Elevated Achievement Group?

Relevant and valuable information that we can put into practice.

Can you imagine building an environment full of motivated, engaged, and eager students who own their learning?
We can.

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