Problem 2.5 Let the position vector of an arbitrary point
P(x_(1)x_(2)x_(3))
be
x=x_(1)tilde(e)_(1)
, and let
b=b_(1)
,
(x-b)*x=0
is the vector equation of a spherical surface having its center at
x=(1)/(2)b
with a

Question

Problem 2.5 Let the position vector of an arbitrary point

P(x_(1)x_(2)x_(3))

be

x=x_(1)tilde(e)_(1)

, and let

b=b_(1)

,

(x-b)*x=0

is the vector equation of a spherical surface having its center at

x=(1)/(2)b

with a

Accepted Answer

Expert Answer to - Problem 2.5 Let the position vector of an arbitrary point P(x_(1)x_(2)x_(3)) be x=x_(1)tilde(e)_(1),

Answer

Solution for - Problem 2.5 Let the position vector of an arbitrary point P(x_(1)x_(2)x_(3)) be x=x_(1)tilde(e)_(1),

Answer

This an additional answer to - Problem 2.5 Let the position vector of an arbitrary point P(x_(1)x_(2)x_(3)) be x=x_(1)tilde(e)_(1),

(Solved): Problem 2.5 Let the position vector of an arbitrary point P(x_(1)x_(2)x_(3)) be x=x_(1)tilde(e)_(1), ...