El modelo astronómico según el cual el sol es el centro del universo es...
Heliocéntrico
¿Es correcto decir, "que fuerza tengo"?
¡No!, Lo correcto sería decir que fuerza estoy aplicando.
¿Cuál es la diferencia entre masa y peso?
Masa es la cantidad de sustancia que tiene un cuerpo y se expresa en kg. Peso es una fuerza y se expresa en Newton (S.I.)
Se dice que un cuerpo es elástico cuando...... |
| A | adopta la nueva forma y no recupera la forma inicial. |
| B | el objeto se fragmenta a causa de la fuerza actuante. |
| C | el cuerpo recupera la forma inicial una vez que la fuerza ha dejado de actuar. |
| D | se estira fácilmente. |
el cuerpo recupera la forma inicial una vez que la fuerza ha dejado de actuar.
Fuerza, aceleración y peso son magnitudes...
La fuerza gravitatoria entre dos cuerpos es inversamente proporcional al producto de sus masas y directamente proporcional al cuadrado de las distancias que los separa.
No
¿Cómo podemos clasificar las fuerzas según su interacción?
Fuerzas de contacto y fuerzas a distancia.
¿Cuál es la unidad del Peso?
Newton
¿Para qué sirve un dinamómetro?
Para medir fuerzas
¿De qué depende el módulo de la Fuerza de Rozamiento?
De la masa del cuerpo que se mueve y de cómo son las superficies que están en contacto durante el movimiento.
¿Varía el valor de la gravedad g en la Tierra?
Sì
¿Cuál es la unidad de fuerza que reconoce el S.I.?
Newton
Si tengo una masa de 50 kg en Venus, ¿qué masa tendré en Marte?
la misma, 50 kg.
¿Qué unidades tiene la constante de elasticidad?
N/m
¿Qué cae antes en la Luna, una pluma o una pelota?
Caen a la vez.
¿Quién desarrolló la Ley de Gravitación Universal?
Newton
Tipos de deformaciones
Rígida
Elástica
Plástica
¿Cuál es la fórmula del peso?
P = m . g
Indica si es verdadero o falso que...
el alargamiento experimentado por un cuerpo elástico es directamente proporcional a la fuerza que se le aplica
verdadero
Da un ejemplo de cada tipo de deformación
Rígido: lápiz
Elástica: muelle
Plástica: plastilina
¿Cuál es el valor de G, la constante de gravitación universal?
G = 6,67·10-11 N · m2· kg-2
Enumera otras fuerzas que no sean la fuerza de atracción gravitatoria.
La fuerza normal El peso La tensión Fuerza aplicada a un cuerpo Fuerza de rozamiento
El peso de un niño en la Tierra es de 441 N. ¿Cuál es su masa?
44,95 kg
¿Cuál es la fórmula de la Ley de Hooke?
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
¿De qué dependen los efectos que producen las fuerzas?
Dirección
Sentido
Punto de aplicación
Módulo