Algebraic Expansion: A process that involves multiplying each term inside brackets by the term outside, effectively removing parentheses to rewrite the expression in a more manageable form.
Like Terms: Terms within an algebraic expression that share the same variable raised to the same power, allowing their coefficients to be combined through addition or subtraction.
Simplification: The act of reducing an algebraic expression to its most straightforward form by combining like terms and performing necessary operations to make the expression easier to work with.
Factorisation: The process of rewriting an algebraic expression as a product of its factors, often to facilitate solving or further manipulation.
1. What is the primary role of measuring volume in practical applications?
2. What is the defining characteristic of a recurring decimal?
3. What is the effect of knowing the sine and cosine of an angle in trigonometry?
Expanding — definition?
Multiplying each term inside parentheses by outside term.
Like terms — role?
Combine terms with same variables and exponents.
Simplification — purpose?
Reduce expressions to simplest form.
Factorisation — process?
Rewrite as a product of factors.
Sample Space — meaning?
All possible outcomes of an experiment.
Event — example?
A specific outcome or group of outcomes.
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