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  1. Expand each logarithm. Condense each expression to a single logarithm. Rewrite each equation in exponential form. Rewrite each equation in logarithmic form. Solve each equation. Round your …

  2. EX. x . + . .

  3. Date: Simplify, expand, factor, and evaluate algebraic expressions. Show steps and reasoning.

  4. And so on. These examples permit to expand any rational function at any point: rst do partial fraction decomposition, then use these formulas. Example 1. Expand into a Laurent series in 0 < jzj < 1: 1

  5. Expand 6(4 – 3y) Factorise e2 + 4e Solve 7x + 8 = 2x – 3 Show clear algebraic working.

  6. Grouping symbols such as [brackets], {braces} and (parentheses), can be removed without changing the value of the expression by expanding. Every term inside the parentheses is multiplied by the term in …

  7. Sometimes algebraic expressions have brackets in them. We need to know how to write them without brackets. This is called ‘expanding’ the expression. Examples: 4(3 㮱眚+ 2) = 12 㮱眚+ 8 There 4 is …