Algebra and Factorization

Highest common factor

Difference of two squares

Perfect squares

Grouping in pairs

Monic quadratic trinomials (a=1)

Mixed factoring

Factorise further algebraic expressions

Group Activity for Factoring (Investigation)

Simplify algebraic fractions

Further factoring

Non-monic quadratic trinomials (a not 1)

Measurement problems

Expand binomials

Simplify further algebraic expressions

Grade 11

Non-monic quadratic trinomials (a not 1)

Interactive practice questions

What should go in the missing space?

$3x^2+10x-8$3x2+10x−8 $=$= $\left(3x-2\right)$(3x−2)$($($x$x $+$+ $\editable{}$ $)$)

Easy

< 1min

What should go in the missing space?

Easy

< 1min

Find the integer values that should go in the missing spaces to make the factoring correct.

Easy

1min

Find the missing values in the following identity:

Easy

1min

Outcomes

11M.A.1.3

Factor quadratic expressions in one variable, including those for which a ≠ 1 (e.g., 3x^2 + 13x – 10), differences of squares (e.g., 4x^2 – 25), and perfect square trinomials (e.g., 9x^2 + 24x + 16), by selecting and applying an appropriate strategy

What is Mathspace

About Mathspace