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Matemática Básica 1: Desafío de turnos y números

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Matemática Básica 1: Desafío de turnos y números

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Desafío rápido de matemáticas básicas

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Ronald Madrigal
Ronald Madrigal
Costa Rica

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Matemática Básica 1: Desafío de turnos y números
 

Matemática Básica 1: Desafío de turnos y númerosOnline version

Desafío rápido de matemáticas básicas

by Ronald Madrigal
1

Matemática básica 1. En una feria científica, Sofía presenta después de Daniel y antes de Valeria. Si el orden es por turnos consecutivos, ¿quién NO puede ir de primero?

2

2. En la soda de la escuela, un casado cuesta ₡2 500. Si sube un 10%, ¿cuál será el nuevo precio?

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3. Secuencia de figuras: ■, ●, ■, ●, ■, … ¿Qué sigue?

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4. En una fila de 12 estudiantes, Ana está exactamente a la mitad. ¿Qué posición ocupa Ana?

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5. Conjunto A = {vulcán, bosque, río}; Conjunto B = {río, manglar, playa}. ¿Cuál pertenece a A ∩ B?

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6. Un bus sale de Alajuela a las 7:40 a.m. y tarda 55 minutos hasta San José. ¿A qué hora llega?

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7. En una rifa, los números válidos son múltiplos de 3 y menores que 20. ¿Cuál SÍ es válido?

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8. Patrón numérico: 4, 7, 13, 22, 34, … (cada término aumenta 3, 6, 9, 12, …). ¿Cuál sigue?

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9. En el recreo, Daniela colecciona 3 tipos de estampas: animales (A), parques nacionales (P) y frutas (F). Tiene 12 en total: 5 de A, 4 de P y el resto de F. ¿Cuántas son de F?

10

10. Si todo tucán es ave y algunas aves viven en el Caribe, ¿cuál afirmación es siempre verdadera?

 
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