¿Cuál es la área del rectángulo? Incluye una ecuación también.

3 x 5 = 15 cm
Héctor tiene 7 gatos. Cada gato tuvo 4 bebés. ¿Cuántos gatitos bebes tengo en total ahora? Escribe una ecuación para mostrar tu trabajo.
7 x 4 = 28 gatitos
6 x 8 = 48 - 10 = 38
Si Oscar tiene que estar en la oficina del doctor a las 2 de la tarde, y necesita 45 minutos para llegar, ¿a qué hora debe salir de su casa para llegar a tiempo? Escribe tu respuesta en palabras, no en números.
A la una y cuarto.
88
¿Cuál es la área de este cuadrado? Incluye una ecuación. 
4 x 4 = 16 cm
Cada uno de los 8 estudiantes de la clase de Maestra Natalia tienen paquetes de 8 marcadores. ¿Cuántos marcadores tienen en total? Escribe tu respuesta incluyendo una ecuación.
8 x 8 = 64 marcadores
Hay 3 clases que van de paseo al zoológico. Las clases tienen 10, 9 y 14 estudiantes. Si los estudiantes y sus maestras necesitan ir en tres camionetas distintas, pero con el mismo número de personas en cada camioneta. ¿Cuántas personas van a estar en cada camioneta? Muestra con una ecuación.
10 + 9 + 14 = 33 + 3 = 36
36 ÷ 3 = 6
Redondea el número 145 a la centena más cercana.
100
8 ÷ 2 x 6 = ___
24
Explica cómo se puede encontrar la área de un rectángulo o un cuadrado en palabras.
Tienes que multiplicar uno de los lados por el otro lado para encontrar la área.
En mi huerto, tengo 56 verduras en total. Están colocadas en 7 hileras. ¿Cuántas verduras hay en cada hilera? Escribe una ecuación y la respuesta.
56 ÷ 7 = 8 verduras
Evan puede comer el doble de la pizza que puede comer Natalia. Si Natalia come 4 pedazos, ¿cuántos pedazos comen Natalia y Evan en total? Cada pizza tiene 8 pedazos. ¿Pueden ordenar una pizza o necesitan ordenar más? Explica tu respuesta.
4 x 2 = 8
8 + 4 = 12 pedazos van a comer
8 + 8 = 16 pedazos en dos pizzas
¿Cuánto dinero hay en total?
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
87 centavos
( 7 x 7 - 6 x 6 ) + (12 ÷ 3)
17
Escribe una ecuación en la siguiente forma para mostrar la área total del rectángulo.
(__ x __) + (__ x __) = __
3 x 5 + 3 x 2 = 21
Jacob va a tener una fiesta de cumpleaños. Va a invitar a 12 personas a la fiesta. Cada persona va a llevar 3 regalos para Jacob. ¿Cuántos regalos va a recibir Jacob? Escribe con una ecuación.
12 x 3 = 36
Durante un partido de básquetbol, Cody marcó 8 canastas que valían 2 puntos y marcó 3 canastas que valían 3 puntos. ¿Cuántos puntos marcó en total? Escribe una ecuación para mostrar tu respuesta.
8 x 2 = 16
3 x 3 = 9
16 + 9 = 25 puntos en total
El área de la mesa rectangular es 12 pies cuadrados. El ancho de la mesa es 3 pies. ¿Cuál es la longitud?
4 pies
350 ÷ 5 = ?
Dibuja un rectángulo para mostrar la área de 3 x 8. También incluye una ecuación para mostrar cuál es el área.
3 x 8 = 24
Xavier va a ir de cámping y necesita agua. Los paquetes de 6 botellas de agua están de oferta. Él compró 48 botellas en total. ¿Cuántos paquetes de botellas de 6 compró? Escribe una ecuación para mostrar tu trabajo.
48 ÷ 6 = 8 paquetes
Jessica necesita comprar pizza para 60 personas. Cada persona puede comer 3 pedazos de pizzas más o menos. Hay 6 pedazos de pizza en cada pizza. ¿Cuántos pizzas debe comprar Jessica? Muestra tu trabajo con una ecuación.
60 x 3 = 180
180 ÷ 6 = 30
Necesita 30 pizzas en total
Mi famila va a manejar a Florida. Son 1200 millas para llegar. Si voy en el coche más o menos 60 millas por hora, ¿cuántos horas voy a necesitar para llegar?
20 horas
(7 + 2) x (2 x 2) - (6 x 6) = ____
0