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This is an engaging practice on applying the difference of squares formula. It consists of 2 parts as each part contains two tasks. The first part is applying the formula (a - b)(a+b)=a^2 - b^2 to simplify expressions and the second part is applying the formula a^2 - b^2=(a -b)(a+b) to factorize expressions.

Detailed description:

Part 1
Task 1. Students have to apply the difference of squares formula to simplify 9 expressions (problems level 1).
Task 2. Students have to simplify 6 expressions as they will have to multiply binomials and also use the formulas for square of sum and square of difference (problems level 2).

Part 2
Task 1. Students have to factorize 9 expressions (problems level 1).
Task 2. Students will need to apply the difference of squares formula from left to right and from right to left to solve 6 equations (problems level 2). They will use the square of sum formula once and the square of difference formula also once.

The practice sheets give room for students to show work. Answer keys are included.

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