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XSIQ
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Algebra - Distributive Law - expansion
Distributive Law - expansion
The process of removing the brackets is called expansion and the rule for
expanding expressions is called the Distributive Law that states that:
The expression_ a_(_b_+_c_) is in factorised form as it is the product of
two factors namely _a_ and (_b_+_c_). To expand the expression a(b+c), each
term in the brackets is multiplied by the term outside the brackets.
The expression_ ab_+_ac_ does not contain any brackets and is in expanded
form.
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