
REGLA DE TRES INVERSA
Authored by Paola Suarez
Mathematics
University
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10 questions
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1.
MULTIPLE CHOICE QUESTION
1 min • 2 pts
1. Si 5 trabajadores pueden construir un muro en 12 dĂas, ÂżCuántos dĂas tardarán 10 trabajadores en construir el mismo nĂşmero?
a. 6 dĂas
b. 10 dĂas
c. 8 dĂas
d. 7 dĂas
2.
MULTIPLE CHOICE QUESTION
1 min • 2 pts
2. 1. Si 8 maquinas pueden producir 400 piezas en 15 horas, ¿Cuántas horas tardarán 16 maquinas en producir las mismas 400 piezas?
a. 12 horas
b. 8 horas
c 7.5 horas
d. 9 horas
3.
MULTIPLE CHOICE QUESTION
1 min • 2 pts
3. Si 3 pintores pueden pintar una casa en 9 dĂas, ÂżCuántos dĂas tardarán 6 pintores en pintar la misma casa?
a. 5 dĂas
b. 4.5 dĂas
c. 2 dĂas
d. 6 dĂas
4.
MULTIPLE CHOICE QUESTION
1 min • 2 pts
4. Si 4 empleados pueden archivar 200 documentos en 8 horas, ¿Cuántas horas tardarán 8 empleados en archivar los mismos documentos?
a. 3 horas
b. 2 horas
c. 5 horas
d. 4 horas
5.
MULTIPLE CHOICE QUESTION
1 min • 2 pts
5. 1. Si 7 trabajadores pueden terminar una tarea en 21 dĂas, ÂżCuántos dĂas necesitaran 14 trabajadores para terminar la misma tarea?
a. 10.5 dĂas
b. 11 dĂas
c. 12 dĂas
d. 19 dĂas
6.
MULTIPLE CHOICE QUESTION
1 min • 2 pts
6.
1. Si 6 obreros pueden construir una carretera en 18 dĂas, ÂżCuántos dĂas necesitaran 12 obreros para construir la misma carretera?
a. 10 dĂas
b. 7 dĂas
c. 8 dĂas
a. 9 dĂas
7.
MULTIPLE CHOICE QUESTION
1 min • 2 pts
7. 1. Si 5 estudiantes pueden completar un proyecto en 10 dĂas, ÂżCuántos dĂas tardarán 15 estudiantes en completar el mismo proyecto?
a. 4 dĂas
b. 3 dĂas
c. 8 dĂas
d. 5 dĂas
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