andrea.leyden
Quiz by , created almost 3 years ago

Test your algebra revision with this quiz for A-level students.

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andrea.leyden
Created by andrea.leyden almost 3 years ago
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  • A-level Maths: Algebra Quiz

    Question 1 of 10

    Medal-premium 1

    \(5^0\) =

    Select one of the following:

    • 5

    • 1

    • 0

    • 25

    Question 2 of 10

    Medal-premium 1

    If f\((x)\) = 3\(x\) + 4, find f(5).

    Select one of the following:

    • 2

    • 15

    • 19

    • 8

    Question 3 of 10

    Medal-premium 1

    If f\((x)\) = 3\(x\) + 4, find f(\(x\) + 1).

    Select one of the following:

    • \(3x\) + 7

    • \(4x\) + 5

    • \(x\) + 7

    • \(3x\) - 7

    Question 4 of 10

    Medal-premium 1

    Solve \(x^2\) - 6\(x\) + 1 = 0 (Two Correct Answers)

    Select one or more of the following:

    • 3

    • 4\(\sqrt{4}\)

    • 1

    • 2\(\sqrt{2}\)

    Question 5 of 10

    Medal-premium 1

    f(x) = \(2x^3\) + \(13^2\) + 13\(x\) - 10. Find the value of f(-2).

    Select one of the following:

    • 8

    • 6

    • 2

    • 0

    Question 6 of 10

    Medal-premium 1

    The Binomial Theorem refers to \(n\) as a positive integer.

    Select one of the following:

    • True
    • False

    Question 7 of 10

    Medal-premium 1

    Absolute Errors: If a number is a +/- b, then the absolute error is c.

    Select one of the following:

    • True
    • False

    Question 8 of 10

    Medal-premium 1

    \(\sqrt{5}\) x \(\sqrt{15}\) =

    Select one of the following:

    • 5\(\sqrt{3}\)

    • 2\(\sqrt{4}\)

    • 10\(\sqrt{3}\)

    • 3\(\sqrt{5}\)

    Question 9 of 10

    Medal-premium 1

    (\(x\) + \(\sqrt{3}\)) (\(x\) - \(\sqrt{3}\)) =

    Select one of the following:

    • \(3x^2\) - 2

    • \(x^2\) - 3

    • \(\sqrt{9}\) + \(x\)

    • \(\sqrt{3}\) + 2\(x\)

    Question 10 of 10

    Medal-premium 1

    (\(x\) + 7) (\(x\) - 7) =

    Select one of the following:

    • 2\(x\) + 14

    • \(5x^2\) - 14

    • \(x^2\) + 49

    • \(x^2\) - 49

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