pdf Order Of Operations And Exponents Test

This comprehensive multiple-choice assessment evaluates students’ understanding of exponents and order of operations through 24 carefully structured questions. Students demonstrate fluency converting between expanded form and exponential notation, evaluating powers such as \(3^2\), \(2^3\), and \(5^2\), and applying exponent rules including zero and first powers.

The assessment then moves into multi-step numerical expressions requiring precise application of the order of operations. Students evaluate expressions such as \(5(3 + 4) \div 7\), \(21 - 6 \times 2 + 8\), \(24 \div 4 \times 2 - 4 + 6\), and \(100 \div 25 \times 2 + 6\), ensuring they correctly perform multiplication and division from left to right before completing addition and subtraction. Exponents are integrated throughout, including problems like \(3^4\) and \(4^5\).

The final section strengthens reasoning by requiring students to choose the inequality symbol (\(\), or \(=\)) that makes each comparison true. This pushes students beyond simple computation and reinforces conceptual understanding of how grouping symbols and operational sequence affect results.

Because this resource blends conceptual exponent understanding, procedural evaluation, multi-step computation, and comparison reasoning, it serves as a strong summative assessment or unit review for order of operations and exponents.

Skills Assessed

• Converting between expanded and exponential form

• Evaluating powers, including zero and first powers

• Applying order of operations

• Solving multi-step numerical expressions

• Performing multiplication and division left to right

• Comparing expressions using \(\), and \(=\)

Classroom Use

• Unit test on exponents and order of operations

• Summative assessment

• Review before benchmark testing

• Independent evaluation

Details

4 pages
Answer key included

ID# 0331