Question: Let vec ( v ) = ( r c o s ) h a t ( r ) + ( r s i n )

Let vec(v)=(rcos)hat(r)+(rsin)hat()+(rsincos)hat().
Find ovec(v)*dvec(a) out of the "octant" defined as one eighth of a sphere of radius R(image below).
The x=0 piece is vec(v)*dvec(a)=
The y=0 piece is vec(v)*dvec(a)=
The z=0 piece is vec(v)*dvec(a)=
The r=R piece is vec(v)*dvec(a)=
Let vec ( v ) = ( r c o s ) h a t ( r ) + ( r s i

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