Binomial Theorem and an Introduction to Converging Series

This is a whole on the Binomial Theorem and Converging Series.

This lesson looks at converging series in the form (1 + x)^n and using the formula to expand to find the terms. Often referred to as the Taylor series. The lesson also looks at questions that are similar but not in this form, such as (4 + 2x)^-3. It is also looking at the conditions for convergence. This lesson is ready to go, with no prep required. It is also great for home learning. 33 slide presentation + extra resources.

The lesson includes:

• a starter
• learning objectives (differentiated)
• keywords
• specific examples of questions
• Great teaching slides (with custom animation)
• built-in AFL activities
• a worksheet (with answer key)
• plenary

ALL LESSONS for teaching all the different topics of ALGEBRA are available as one BIG BUNDLE in the link below:

Algebra: ALL Lessons

Please NOTE:
This lesson is flat-packed for copyright purposes, which means limited editing in places, but slides can be deleted, rearranged and slides can obviously be added.
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