Crear
Descargar
Descarga SCORM
Para ser utilizado en un LMS (Moodle, Blackboard...)
Descarga normal
Para ser publicada en una web o blog.
La descarga de juegos es una característica exclusiva para usuarios con un Plan Académico o un Plan Comercial.
Obtén ahora tu Plan Académico o Comercial y comienza a integrar tus juegos en tu LMS, web o blog.
Obtener Plan Académico
Si lo deseas, puedes descargar un juego de prueba aquí y probar su integración:
Compartir juego
Test
Test

Angle Hunters: Geometry Quiz

Intégralo en tu plataforma
G. Classroom M. Teams
Puedes integrar el juego en un LMS compatible con LTI 1.1 o LTI 1.3 como Canvas, Moodle, o Blackboard. De esta manera podrás guardar las puntuaciones automáticamente en el libro de calificaciones de esa plataforma.
Descargar
Has superado el número máximo de juegos que puedes integrar en Google Classroom con tu Plan actual.

Para integrar tantos juegos como quieras en Google Classroom, necesitas un Plan Académico o un Plan Comercial.

Obtener Plan Académico
Has superado el número máximo de juegos que puedes integrar en Microsoft Teams con tu Plan actual.

Para integrar tantos juegos como quieras en Microsoft Teams, necesitas un Plan Académico o un Plan Comercial.

Obtener Plan Académico
La descarga de juegos es una característica exclusiva para usuarios con un Plan Académico o un Plan Comercial.

Obtén ahora tu Plan Académico o Comercial y comienza a integrar tus juegos en tu LMS, web o blog.

Si lo deseas, puedes descargar un juego de prueba aquí y probar su integración:

Obtener Plan Académico

Angle Hunters: Geometry Quiz

Test

Jugadas 3
Crear copia

Sobre esta actividad

Sharpen your angle-spotting skills.

Creada por

Angela Gatobu
Angela Gatobu
Kenia

Descarga la versión para jugar en papel

Crea tu propio juego gratis desde nuestro creador de juegos
Compite contra tus amigos para ver quien consigue la mejor puntuación en esta actividad
Crear reto

Top juegos

 %
Anónimo
Anónimo
 %
%
%
Has superado el número máximo de juegos que puedes imprimir con tu Plan actual.

Para imprimir tantos juegos como quieras, necesitas un Plan Académico o un Plan Comercial.

Obtener Plan Académico
Imprime tu juego
Angle Hunters: Geometry Quiz
 

Angle Hunters: Geometry QuizVersión en línea

Sharpen your angle-spotting skills.

por Angela Gatobu
1
QR

What is the name given to an angle greater than 90 degrees and less than a 180 degrees?

2

The sum of angles in a triangle?

3

Complementary angles add up to?

4

Two adjacent angles whose non-common sides form a straight line are called a?

5
QR

If two lines are parallel, corresponding angles are?

Feedback

A right angle measures exactly 90°. It forms a perfect square corner and is often marked with a small square symbol (◻️) at the vertex. Right angles are common in everyday objects like books, doors, and walls. An angle that is greater than 90° but less than 180° is called an obtuse angle. It opens wider than a right angle but is not a straight line. Obtuse angles are common in shapes like obtuse triangles, where one of the three angles is larger than 90°. A straight angle measures exactly 180°. It forms a straight line, meaning the two rays or arms lie in opposite directions. It shows a complete half-turn from one side to the other. An acute angle is an angle that measures less than 90°. It appears narrow or sharp and is smaller than a right angle. Acute angles are found in shapes like acute triangles, where all three angles are less than 90°.

The sum of the interior angles in any triangle is 180°. This means that no matter the type of triangle scalene, isosceles, or equilateral the three angles will always add up to 180 degrees. This rule comes from the properties of parallel lines and alternate angles in geometry.

Complementary angles are two angles whose measures add up to 90°. They don’t have to be next to each other; what matters is that their sum equals 90°. For example, a 30° angle and a 60° angle are complementary.

Linear Pair Two adjacent angles whose non-common sides form a straight line are called a linear pair. The angles in a linear pair are supplementary, meaning they add up to 180°. They share a common vertex and one common arm, while the other arms lie on the same straight line. Vertical Angles Vertical angles are the opposite angles formed when two lines intersect. They are always equal in measure. For example, if two lines cross to form an “X,” the angles opposite each other at the intersection are vertical angles. Explementary Angles Explementary angles are two angles whose measures add up to 360°. They form a full turn or complete revolution when combined. For instance, if one angle measures 110°, its explementary angle measures 250° (since 110° + 250° = 360°). Complementary angles Complementary angles are two angles whose measures add up to 90°. They can be adjacent (sharing a common side) or separate. For example, a 40° angle and a 50° angle are complementary because together they make a right angle.

Equal in measure When two lines are parallel and are cut by a transversal, the corresponding angles are equal. This means each angle in one position on the first line matches an angle in the same position on the second line. For example, if one corresponding angle is 70°, all its corresponding pairs will also be 70°.

 
¿Estás seguro que quieres abandonar la página?

Al abandonar la página perderás el progreso del juego.