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Arithmetic with powers: Test
A test for the second year on the calculation rules for powers:
- powers with an integer exponent;
- powers with the same base;
- power of a power;
- power of a product;
- power of a quotient.
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Bring the Roman Emperors to life
Article about the opportunities to connect contemporary technology with the past. How can we make young people aware of both the opportunities and risks of such technologies? In this teaching material you put yourself in the shoes of figures such …
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Vocabulary, food budget and logarithms
What do a writer's vocabulary and one's budget spent on food have to do with each other? Well, more than you might think! The mathematical relationship appears to be logarithmic.
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Real numbers: Key
Test your students' knowledge of real numbers. The students must:
- putting numbers in the right place on the Venn diagram,
- convert fractions to decimal form, to percentage and to scientific notation and write down the period,
- distinguish between …
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Parallel, intersecting and perpendicular lines: Overhang
Test on parallel, intersecting and perpendicular lines.
It is tested for:
- the use of the correct symbols,
- the correct and accurate drawing of parallel, intersecting and perpendicular lines when a straight line and a point are given.
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Set theory: Test
Test on set theory in which union, intersection and difference are discussed.
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Polynomials and graphical investigation of functions: Holiday task
Exercise bundle to repeat the following material from the fifth year:
- polynomials (Horner's rule, inequalities, sign table, factorization);
- graphical examination of functions;
- operations with mononomials and polynomials.
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Iliad of Homer: Exam
Exam that can be given after the first trimester. This exam contains two parts:
- Part 1 contains assignments for untreated texts.
- Part 2 contains assignments for treated texts and culture.
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Rational Inequalities and Equalities: Test
In this learning resource you can find a test about solving rational inequalities and equalities.
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Stochastic: Counting problems without repetition
Test on the study material stochastics: counting problems without repetitions.
A number of questions are asked on the basis of examples (problems).
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Should gifted students also record intermediate steps?
Gifted students sometimes do not understand why they have to write down intermediate steps in exercises. In this article you will find tips on how to tackle this in the classroom.
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The number pi: Facts
In this article you can find 31.4 facts about the number pi.
Fun facts that you can pass on to the students when you are working on the number pi.
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