To solve this problem we will apply the concepts related to the gravitational force expressed in Newton's statements as the product between the constant of gravity, the two masses to study and the distance to the square that separates them. Mathematically this can be described as
Here,
G = Gravitational constant
m = Mass 1
M =Mass 2
d = Distance between them
Replacing with our values,
Therefore the force of gravity is
Answer:
El coeficiente de roce estático entre las dos superficies es 0.131.
Explanation:
El coeficiente de roce estático entre dos superficies (), sin unidad, es igual a la fuerza de resistencia (), en newtons, dividida por el peso del cuerpo a mover (), en newtons.
(1)
Donde:
- Masa, en kilogramos.
- Aceleración gravitacional, en metros por segundo al cuadrado.
Si sabemos que , y , entonces el coeficiente de roce estático es:
El coeficiente de roce estático entre las dos superficies es 0.131.
Gabriella is speeding up at the same rate that Kendall is slowing down, and Franklin is not accelera
<span>The main reason is the establishment of the steady state regime where the heat lost to the environment is compensating the heat injected to the system at the interface between the melt and the growing crystallites. At the very early stage of the crystallization process the transient regime dominates or appears which shows the local temperature variations more or less at the vicinity of the interface separating melt and solid phases. But this has very short duration depending upon the cooling rate, which is most control by the surrounding temperature (mold walls) and the heat conductivity of the growing crystal. </span>
Impulse = change of momentum
Impulse = 45 x 6 = 270 Ns