A1
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A1
A1
use and interpret algebraic manipulation, including:
use and interpret algebraic manipulation, including:
- ab in place of a Ă— b
- 3y in place of y+y+y and 3Ă—y
- a^2 in place of aĂ—a, a^3 in place of aĂ—aĂ—a, a^2b in place of aĂ—aĂ—b
- b/a in place of aĂ·b
- coefficients written as fractions rather than as decimals
- brackets
A1-01 [A Brief Introduction to Algebra]
A1-01 [A Brief Introduction to Algebra]
A1-02 [The Letters We Use]
A1-02 [The Letters We Use]
A1-03 [5a is the same as 5 x a]
A1-03 [5a is the same as 5 x a]
A1-04 [Adding and Subtracting Algebraic Terms]
A1-04 [Adding and Subtracting Algebraic Terms]
A1-05 [Examples of Adding and Subtracting Part 1]
A1-05 [Examples of Adding and Subtracting Part 1]
A1-06 [Examples of Adding and Subtracting Part 2]
A1-06 [Examples of Adding and Subtracting Part 2]
A1-07 [Brackets]
A1-07 [Brackets]
A1-08 [Examples with Brackets]
A1-08 [Examples with Brackets]
A1-09 [Words to Algebra Example]
A1-09 [Words to Algebra Example]
A1-10 [Multiplying Algebraic Terms]
A1-10 [Multiplying Algebraic Terms]
A1-11 [Examples of Multiplying Algebraic Terms]
A1-11 [Examples of Multiplying Algebraic Terms]
A1-12 [Collecting Like Terms]
A1-12 [Collecting Like Terms]
A1-13 [Dividing Algebraic Terms]
A1-13 [Dividing Algebraic Terms]
A1-14 [Examples of Dividing Algebraic Terms Part 1]
A1-14 [Examples of Dividing Algebraic Terms Part 1]
A1-15 [Examples of Dividing Algebraic Terms Part 2]
A1-15 [Examples of Dividing Algebraic Terms Part 2]
A1-16 [Fractions or Decimals?]
A1-16 [Fractions or Decimals?]