How to expand (a+b)^6 using Pascal's triangle| Binomial expansion

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WONDER DAARA MATHEMATICS ONLINE

WONDER DAARA MATHEMATICS ONLINE

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#pascaltriangle #expand(a+b)^6usingpascal'striangle #binomialexpansion #Pascal'striangle6thpower #UsePascalstriangletoexpand(a+b)^6 #usingpascal'striangle #pascal'striangle(a+b)^6
#wonderdaaramathematicsonline #alevelmathspaper1 #wjecmathspaper1 #aqamathspaper1 #ocrmathspaper1 #waecmathspaper1 #igcsemathspaper1 #grade12mathspaper1 #grade11maths
Pascal's triangle was used to expand a binomial (a+b)^6 with a sixth power in this maths lesson on binomial expansion. Pascal's triangle was used to find the binomial coefficients. The binomial coefficients were used to create a Pascal's triangle formula that was used to expand the binomial (a+b)^6. From Pascal's triangle, the binomial coefficients were extracted from the 6th row. Pascal's triangle is an array of numbers that t is used to extract binomial coefficients.
This maths tutorial on binomial expansion using Pascal's triangle answer's questions such as how to use Pascal's triangle, how to expand binomials using Pascal's triangle, how do Pascal's triangle work, and how to use Pascal's triangle formula.
This lesson was designed for students preparing to write a level maths paper 1, wjec maths paper 1, aqa maths paper 1, grade 12 maths paper 1, ocr maths paper 1, edexcel maths paper 1 and igcse maths paper 1.

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