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Factoring polynomials and special squares: Exercises
Quizlet exercises on the factorization of polynomials and special squares.
Practice the factorization of the following forms of polynomials:
- (a + b)²
- (a - b)²
- a² - b²
- by using the product-sum method of the form : x² +ax +b.
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Math Symbols: Flashcard
Flashcards about the mathematical symbols:
- less than, greater than ...;
- notation of number sets;
- notation of subsets.
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What's your number?: Mathematical concepts in English
With this set you practice on the English translation of mathematical concepts.
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Powers calculation rules: Flashcards
Flashcards to practice the calculation rules of powers.
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Pythagorean Theorem: Turning Cards
With these flashcards you can practice the Pythagorean theorem (regular and inverse), formulas of diagonal and distance between two points.
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Theory of first-degree functions: Flashcards
With these turn cards you practice the theory of first-degree functions.
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Pythagorean Theorem: Turning Cards
With these flash cards you can practice and study the geometric, ordinary and inverse Pythagorean theorem.
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Real Numbers: Spinning Cards
With these flash cards you can practice the theory of real numbers.
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Transformations and Coordinate Formulas: Pivot Maps
Pivot maps to practice the formulas of transformations and coordinates.
The following transformations are discussed:
- reflections around x and y axes plus first and second quadrant bisectors;
- rotations 90 and -90 degrees;
- shift;
- homothesis.
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WiStra: Strategic math game - Prowise Presenter
In this game, students learn to work together and consult to come up with the right solutions with their team. In addition, the students must play the game strategically in order to win the game. The game can also be played one against one on a …
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Symmetry: Exercises - Prowise Presenter
Interactive lesson series about line, turn and point symmetry.
Content:
preface;
line symmetry;
rotational symmetry;
point symmetry;
special flat figures.Translated by
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Symmetry: Theory - Prowise Presenter
Interactive lesson series about line, turn and point symmetry.
Content:
- preface;
- line symmetry;
- rotational symmetry;
- point symmetry;
- special flat figures.
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