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Year 10 · Number and Algebra · 100 questions · 60 min
Simplify: 32^(3/5)
Evaluate: 27^(-2/3)
Express 5√2 / √8 in simplest form
Rationalise the denominator: 3/(2√3)
Simplify: √(72) - √(8) + √(18)
If 2^x = 16, find x
Simplify: (x^(-2) × y^3)/(x × y^(-1))
Express in exponential form: log₂(32) = 5
Rationalise: (√5 + √2)/(√5 - √2)
If √(2x + 7) = 5, find x
Simplify: (8^(2/3) × 4^(-1/2))
Which expression equals 2^10?
Simplify: ∛(54) + ∛(16) - ∛(2)
Solve: 3^(2x) = 27
Express without negative indices: (a^(-3) × b^2)/(c^(-1))
Rationalise: 1/(3 + √5)
Simplify: √(3) × √(12) × √(2)
If log₃(x) = 4, find x
Simplify: (16^(1/2) × 8^(1/3))/(2^(1/2))
Evaluate: (25^(-1/2) × 125^(2/3))
Simplify: 4^5 × 4^5
Simplify: (4^4)^4
Practice card 3: Evaluate 3^3.
Simplify: 5^4 ÷ 5^3
Simplify: 8^4 × 8^4
Simplify: (7^6)^4
Practice card 2: Simplify: (5^3)^5
Practice card 3: Evaluate 2^2.
Simplify: 7^4 ÷ 7^2
Simplify: 2^5 × 2^6
Simplify: (9^2)^6
Simplify: 8^6 × 8^5
Simplify: (2^6)^2
Practice card 2: Simplify: 7^3 × 7^5
Practice card 2: Evaluate 2^4.
Simplify: 3^2 × 3^5
Simplify: (3^6)^3
Practice card 3: Evaluate 4^2.
Practice card 3: Evaluate 2^3.
Practice card 3: Evaluate 5^2.
Practice card 3: Evaluate 4^4.
Practice card 3: Simplify: 3^6 ÷ 3^5
Simplify: (4^2)^2
Practice card 2: Simplify: 3^5 ÷ 3^2
Simplify: (5^2)^5
Practice card 3: Evaluate 3^2.
Practice card 3: Simplify: (9^2)^5
Practice card 2: Simplify: 3^6 ÷ 3^2
Simplify: 8^3 × 8^3
Simplify: 9^3 × 9^4
Practice card 2: Simplify: 6^6 ÷ 6^5
Simplify: (6^6)^6
Simplify: 8^3 × 8^6
Practice card 3: Evaluate 3^4.
Simplify: 2^3 × 2^5
Practice card 3: Evaluate 4^3.
Simplify: (5^4)^4
Practice card 3: Simplify: 2^4 ÷ 2^3
Simplify: (8^3)^6
Simplify: 4^6 × 4^6
Simplify: (7^5)^3
Simplify: 9^5 × 9^5
Simplify: (2^6)^5
Simplify: 8^5 × 8^5
Simplify: 9^5 ÷ 9^2
Simplify: 7^5 ÷ 7^3
Practice card 2: Simplify: 3^5 × 3^2
Simplify: (5^6)^2
Simplify: 6^4 × 6^2
Practice card 3: Evaluate 5^4.
Simplify: 8^4 × 8^2
Practice card 2: Simplify: (2^3)^5
Simplify: 5^2 × 5^3
Simplify: (9^3)^6
Practice card 2: Simplify: 2^3 ÷ 2^2
Simplify: 2^3 × 2^4
Simplify: 5^6 × 5^2
Simplify: (3^3)^4
Simplify: 8^4 ÷ 8^3
Simplify: 6^2 × 6^4
Practice card 2: Simplify: 5^4 ÷ 5^2
Practice card 2: Simplify: 4^4 ÷ 4^3
Simplify: 8^6 ÷ 8^5
Simplify: 7^5 × 7^4
Practice card 2: Simplify: 9^5 ÷ 9^3
Simplify: 6^2 × 6^3
Simplify: 4^4 × 4^5
Simplify: 5^5 × 5^2
Simplify: (7^5)^5
Simplify: 7^4 ÷ 7^3
Practice card 2: Simplify: (6^3)^6
Simplify: (5^3)^4
Practice card 2: Simplify: 7^5 ÷ 7^4
Practice card 2: Simplify: 7^2 × 7^3
Simplify: 6^6 × 6^6
Simplify: (3^5)^4
Simplify: (8^3)^4
Simplify: 5^6 ÷ 5^4
Simplify: 8^4 ÷ 8^4
Simplify: (3^6)^4
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