Suppose that a mass m is an orbit about a mass M and that r 0 is the minimum distance from m t o M . If υ 0 is the speed of m when it is a distance r 0 from M , and if G denotes the universal gravitational constant, then the eccentricity of the orbit is _______ .
Suppose that a mass m is an orbit about a mass M and that r 0 is the minimum distance from m t o M . If υ 0 is the speed of m when it is a distance r 0 from M , and if G denotes the universal gravitational constant, then the eccentricity of the orbit is _______ .
Suppose that a mass m is an orbit about a mass M and that
r
0
is the minimum distance from
m
t
o
M
.
If
υ
0
is the speed of m when it is a distance
r
0
from
M
,
and if G denotes the universal gravitational constant, then the eccentricity of the orbit is
_______
.
A frog is sitting on the edge of a playground carousel with radius 1 meter. The ray through the frog's position and
the center of the carousel makes an angle of measure e with the horizontal, and his starting coordinates are
approximately (0.81, 0.59). Find his new coordinates after the carousel rotates by each of the following amounts.
a.
2
z*+ y* = 1
C.
d.
(0.81,0.59)
2
е.
-
f.
2
g.
T- 20
h.
-20
b.
Precalculus: Mathematics for Calculus (Standalone Book)
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