Volume Challenge: Routine vs. Non-routine

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In this game, players will determine whether various nouns or sentences are related to solving routine and non-routine problems involving the volume of a cube and a rectangular prism in real-life situations. Players will answer with ✅ for related items and ❌ for unrelated items.

Creada por

JOANNE OCAMPO

Filipinas

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1	JOANNE OCAMPO 15 de Marzo de 2025	% 85	01:33

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Volume Challenge: Routine vs. Non-routine


Volume Challenge: Routine vs. Non-routineVersión en línea In this game, players will determine whether various nouns or sentences are related to solving routine and non-routine problems involving the volume of a cube and a rectangular prism in real-life situations. Players will answer with ✅ for related items and ❌ for unrelated items. por JOANNE OCAMPO 1 Measuring the temperature of water does not involve volume. Yes No 2 Determining how much soil is needed for a garden bed involves volume. Yes No 3 Designing a storage unit requires understanding the volume of rectangular prisms. Yes No 4 Calculating the volume of a shipping container is essential in logistics. Yes No 5 Counting the number of cubes in a box does not involve volume calculations. Yes No 6 Finding the amount of water a fish tank can hold involves volume calculations. Yes No 7 Measuring the volume of a cube to determine its capacity is a routine task. Yes No 8 The texture of a surface does not affect the volume of a prism. Yes No 9 Estimating the volume of a room for painting involves non-routine problem-solving. Yes No 10 Calculating the volume of a box for shipping purposes is a routine problem. Yes No 11 The height of a person does not influence the volume of a cube. Yes No 12 The price of a cube has no relation to its volume. Yes No 13 A recipe that requires a specific volume of ingredients is a real-life situation. Yes No 14 Using a formula to calculate the volume of a prism is a common math exercise. Yes No 15 Understanding the volume of a cube helps in packaging design. Yes No 16 The weight of a cube does not determine its volume. Yes No 17 Choosing a color for a rectangular prism does not affect its volume. Yes No 18 The length of a pencil is unrelated to volume calculations. Yes No 19 The color of a cube is irrelevant to its volume. Yes No 20 The shape of a circle is not related to the volume of a rectangular prism. Yes No

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.

Volume Challenge: Routine vs. Non-routine

Sí o No

Sobre esta actividad

Creada por

Descarga la versión para jugar en papel

Top juegos

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Preguntas sobre futbol para niños

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Grammys a mejor canción/grabación

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¿Es verdad?

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OPEN UP 5 UNIT 3: THERE IS/ARE, THERE WAS, THERE WERE

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¿Está creado con Inteligencia Artificial?

Volume Challenge: Routine vs. Non-routineVersión en línea

por JOANNE OCAMPO

Measuring the temperature of water does not involve volume.

Determining how much soil is needed for a garden bed involves volume.

Designing a storage unit requires understanding the volume of rectangular prisms.

Calculating the volume of a shipping container is essential in logistics.

Counting the number of cubes in a box does not involve volume calculations.

Finding the amount of water a fish tank can hold involves volume calculations.

Measuring the volume of a cube to determine its capacity is a routine task.

The texture of a surface does not affect the volume of a prism.

Estimating the volume of a room for painting involves non-routine problem-solving.

Calculating the volume of a box for shipping purposes is a routine problem.

The height of a person does not influence the volume of a cube.

The price of a cube has no relation to its volume.

A recipe that requires a specific volume of ingredients is a real-life situation.

Using a formula to calculate the volume of a prism is a common math exercise.

Understanding the volume of a cube helps in packaging design.

The weight of a cube does not determine its volume.

Choosing a color for a rectangular prism does not affect its volume.

The length of a pencil is unrelated to volume calculations.

The color of a cube is irrelevant to its volume.

The shape of a circle is not related to the volume of a rectangular prism.