[T] After a certain distance D has passed, the gravitational effect of Earth becomes quite negligible, so we can approximate the force function F ( d ) = { − m k d 2 i f d < D 10 , 000 i f d ≥ D by. Find the necessary condition D such that the force function remains continuous.
[T] After a certain distance D has passed, the gravitational effect of Earth becomes quite negligible, so we can approximate the force function F ( d ) = { − m k d 2 i f d < D 10 , 000 i f d ≥ D by. Find the necessary condition D such that the force function remains continuous.
[T] After a certain distance D has passed, the gravitational effect of Earth becomes quite negligible, so we can approximate the force function
F
(
d
)
=
{
−
m
k
d
2
i
f
d
<
D
10
,
000
i
f
d
≥
D
by. Find the necessary condition D such that the force function remains continuous.
A variable force (in Newtons) acting in an object is represented by the function
F(x)=x²-4x +7, where x is the distance in meters from the origin. How much work is
required to move the object from x-1 to x-4.
Belect one:
Oa. 15J
Ob. 134
Oe. 19J
Od. 143
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Differential Equation | MIT 18.01SC Single Variable Calculus, Fall 2010; Author: MIT OpenCourseWare;https://www.youtube.com/watch?v=HaOHUfymsuk;License: Standard YouTube License, CC-BY