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CmbkG
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Totally confused! acceleration and velocity of a particle in vectors(cross product)
The acceleration of a particle is given by a=vx(cxr) where r is the position, v is the velocity and c is a constant.
Show that the following are constants
(a)|v|
(b)c.(rxv)
(c)c.v-1/2|cxr|^2
a=c(v.r)-r(v.c)
d/dta=d/dt[c(v.r)-r(v.c)]
Homework Statement
The acceleration of a particle is given by a=vx(cxr) where r is the position, v is the velocity and c is a constant.
Show that the following are constants
(a)|v|
(b)c.(rxv)
(c)c.v-1/2|cxr|^2
The Attempt at a Solution
a=c(v.r)-r(v.c)
d/dta=d/dt[c(v.r)-r(v.c)]