Triangle Quiz Challenge

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Juego de adivinanzas

Créé par

kate ortega

Colombia

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Triangle Quiz Challenge


Triangle Quiz ChallengeVersion en ligne Juego de adivinanzas par kate ortega 1 Starting clue: A polygon with three sides where the interior angles always add up to a fixed total. Question: The usual sum of these interior angles is a single number. Hints: - It is the same for all ordinary triangles. - Often remembered as a round number. - Used to check angle measurements. Pistas 1 Use this to verify angle measurements in diagrams. 2 It’s the common total you’d get from any triangle. 3 Think of the whole inside when you add up the corner turns. 2 Starting clue: A triangle where every edge has the same length. Question: What is this type called? Hints: - All sides match. - Often used to illustrate perfect symmetry. - It has equal angles as well. Pistas 1 Think of a perfectly balanced triangle. 2 All corners match too, not just sides. 3 Starts with E and means equal sides. 3 Starting clue: A triangle that has one angle measuring a right angle. Question: What name does this give to the shape? Hints: - One angle is 90 degrees. - Often associated with Pythagoras. - Common in stair-step diagrams. Pistas 1 Used in many real-world and math problems. 2 The corner is a perfect 90 degrees. 3 It includes a square of the sides in some representations. 4 Starting clue: A triangle with two sides that are the same length. Question: What is this kind of triangle called? Hints: - Two equal sides, two equal angles. - Also seen as a symmetric shape. - Its third side is different. Pistas 1 Think of a tent shape when drawn. 2 Often drawn with a vertical axis of symmetry. 3 Equality on two sides signals its name. 5 Starting clue: Figures that share the same shape but differ in size. Question: What do we call triangles that look alike but aren’t the same size? Hints: - Proportions are preserved. - Angles match, sides scale. - Not necessarily congruent due to size. Pistas 1 Useful in similarity proofs. 2 Not necessarily identical in size. 3 Same angles, scaled sides. 6 Starting clue: A triangle where all interior angles are less than 90 degrees. Question: What is this type of angle configuration called? Hints: - None exceed a right angle. - Opposite of obtuse. - Often the first type students learn. Pistas 1 Common in basic geometry. 2 Opposite of obtuse in many lists. 3 All angles are sharp and small.

Vous pouvez intégrer le jeu dans un LMS compatible avec LTI 1.1 ou LTI 1.3 comme Canvas, Moodle ou Blackboard. Les scores seront ainsi automatiquement enregistrés dans le carnet de notes de la plateforme.

Triangle Quiz Challenge

Devinette

À propos de cette activité

Créé par

Téléchargez la version pour jouer sur papier

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Triangle Quiz ChallengeVersion en ligne

par kate ortega

Starting clue: A polygon with three sides where the interior angles always add up to a fixed total. Question: The usual sum of these interior angles is a single number. Hints: - It is the same for all ordinary triangles. - Often remembered as a round number. - Used to check angle measurements.

Pistas

Starting clue: A triangle where every edge has the same length. Question: What is this type called? Hints: - All sides match. - Often used to illustrate perfect symmetry. - It has equal angles as well.

Pistas

Starting clue: A triangle that has one angle measuring a right angle. Question: What name does this give to the shape? Hints: - One angle is 90 degrees. - Often associated with Pythagoras. - Common in stair-step diagrams.

Pistas

Starting clue: A triangle with two sides that are the same length. Question: What is this kind of triangle called? Hints: - Two equal sides, two equal angles. - Also seen as a symmetric shape. - Its third side is different.

Pistas

Starting clue: Figures that share the same shape but differ in size. Question: What do we call triangles that look alike but aren’t the same size? Hints: - Proportions are preserved. - Angles match, sides scale. - Not necessarily congruent due to size.

Pistas

Starting clue: A triangle where all interior angles are less than 90 degrees. Question: What is this type of angle configuration called? Hints: - None exceed a right angle. - Opposite of obtuse. - Often the first type students learn.

Pistas