
Matemáticas para sexto grado
Authored by MARIA DEL CARMEN FLORES AGUILERA
Mathematics
6th Grade
Used 9+ times

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10 questions
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1.
MULTIPLE CHOICE QUESTION
30 sec • 1 pt
Aria, Noah y Abigail están jugando un juego de números. Aria dice: '¿Cuáles son las reglas de divisibilidad que nos ayudan a determinar si un número es divisible por otro sin necesidad de realizar la división?' ¿Está en lo correcto Aria?
Sí, Aria está en lo correcto. Las reglas de divisibilidad son una serie de reglas que nos permiten determinar si un número es divisible por otro sin necesidad de realizar la división.
No, Aria está equivocada. Las reglas de divisibilidad son una serie de reglas que nos permiten determinar si un número es mayor o menor que otro.
No, Aria está equivocada. Las reglas de divisibilidad son una serie de reglas que nos permiten determinar si un número es primo o compuesto.
No, Aria está equivocada. Las reglas de divisibilidad son una serie de reglas que nos permiten determinar si un número es par o impar.
2.
MULTIPLE CHOICE QUESTION
30 sec • 1 pt
Mia, Priya, and Nora are playing a game of 'Math Whiz'. Mia throws a challenge to Priya and Nora: 'Can you tell me how we do abbreviated multiplication?'
We multiply the number by the power of 10 and adjust the result.
We add the number to the power of 10 and adjust the result.
We subtract the number from the power of 10 and adjust the result.
We divide the number by the power of 10 and adjust the result.
3.
MULTIPLE CHOICE QUESTION
30 sec • 1 pt
David, Avery y Aria están jugando un juego de matemáticas. David tiene una pregunta para Avery y Aria: ¿Cuál es la fórmula para la división abreviada?
Dividendo ÷ Divisor = Cociente - (Residuo ÷ Divisor)
Dividendo ÷ Divisor = Cociente - (Residuo × Divisor)
Dividendo ÷ Divisor = Cociente + (Residuo ÷ Divisor)
Dividendo ÷ Divisor = Cociente × (Residuo ÷ Divisor)
4.
MULTIPLE CHOICE QUESTION
30 sec • 1 pt
Scarlett, Elijah, y Liam están jugando un juego de dibujo. Tienen que dibujar líneas paralelas. ¿Cómo podrían describir las líneas paralelas?
Dos o más líneas que se cruzan en varios puntos y mantienen siempre la misma distancia entre sí.
Dos o más líneas que nunca se cruzan y mantienen siempre la misma distancia entre sí.
Dos o más líneas que se cruzan en un punto y mantienen siempre la misma distancia entre sí.
Dos o más líneas que nunca se cruzan y pueden cambiar su distancia entre sí.
5.
MULTIPLE CHOICE QUESTION
30 sec • 1 pt
Imagine Michael and Kai are playing a game of drawing lines. Michael draws a line and challenges Kai to draw a line that intersects Michael's line, forming a 90-degree angle. How would you describe the lines that Michael and Kai have drawn?
Lines that intersect forming acute and obtuse angles.
Lines that intersect forming acute angles (less than 90 degrees).
Lines that intersect forming right angles (90 degrees).
Lines that intersect forming obtuse angles (more than 90 degrees).
6.
MULTIPLE CHOICE QUESTION
30 sec • 1 pt
Aiden, Michael, and Noah are having a debate. Aiden says that oblique lines are neither horizontal nor vertical, but are inclined at an angle different from 90 degrees. Michael thinks they are lines that are parallel to each other. Noah believes they are lines that form right angles. Who is correct?
Aiden is correct. Oblique lines are lines that are neither horizontal nor vertical, but are inclined at an angle different from 90 degrees.
Michael is correct. Oblique lines are lines that are parallel to each other.
Noah is correct. Oblique lines are lines that form right angles.
None of them are correct.
7.
MULTIPLE CHOICE QUESTION
30 sec • 1 pt
Maya, Hannah, and Charlotte are playing a game of 'Guess the Angle'. Maya draws an angle and says, 'This is a right angle.' Can you help Hannah and Charlotte guess how many degrees a right angle has?
180
45
90
60
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