(a+b)^5 Binomial expansion| Pascal's triangle|Coefficient of x^3| ascendingpowers
Автор: WONDER DAARA MATHEMATICS ONLINE
Загружено: 2025-04-11
Просмотров: 466
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Binomial expansion of (a+b)^5 was done using Pascal's triangle. The fifth row of pascal's triangle was used to find the binomial coefficients which were used to create Pascal's triangle formula.
Expanding binomials in ascending powers of x up to the term with x^3 and to find the term with x^3 was a typical a level maths and wjec exam practice question that was answered in this video.
Binomial coefficients from Pascal's triangle were used to expand the binomial in question.
This Maths lesson answered questions such as how to use Pascal's triangle, how to find binomial coefficients using Pascal's triangle, binomial expansion, how to find Pascal's triangle formula, how how to use Pascal's triangle formula and how to expand binomials.
This lesson was designed for grade 12 maths, a level maths, wjec maths, aqa maths, edexcel maths, waec maths, and igcse maths students.
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