Square Roots and Basic Operations
Solve: √n1 + n2 - n3 = ?
- Square roots
- Order of operations
Master Square Roots & Advanced BEDMAS
Practice square roots, exponents, and brackets step by step. Build strong problem-solving skills and confidently solve advanced BEDMAS expressions.
Square Roots with Multiplication
Solve: n1 × √n2 + n3 = ?
- Multiplication priority
- Square roots
Nested Brackets
Solve: n1 - [n2 - (n3 + n4)] = ?
- Bracket rules
- Step-by-step solving
Square Roots in Subtraction
Solve: √n1 - n2 = ?
- Square roots
- Subtraction
Multiplication with Brackets
Solve: n1 × [n2 - (n3 + n4)] = ?
- Nested brackets
- Multiplication
Exponents and Square Roots
Solve: √n1 + n2² - n3 = ?
- Exponents
- Square roots
Division with Square Roots
Solve: √n1 - (n2 ÷ n3) = ?
- Division order
- Square roots
Mixed Operations: Roots & Exponents
Solve: n1 × (√n2 + n3²) - n4 = ?
- Mixed operations
- Order of operations
Grouped Expressions with BEDMAS
Solve: (√n1 + n2²) × (n3 + n4) - n5 = ?
- Grouped expressions
- Multiplication
Division and Roots in Brackets
Solve: n1 - [(n2 ÷ n3) × √n4] = ?
- Brackets first
- Division and roots
Multiple Roots and Exponents
Solve: (√n1 - √n2) × (n3² + n4) = ?
- Multiple roots
- Exponents and brackets
Full BEDMAS Challenge
Solve: n1 × (n2 + n3²) - √n4 = ?
- Full BEDMAS flow
- Mixed operations