C it* 3 
according to HY ; which being multiply’d by the 
Fluxion of MH, the Fluent of this will be the At- 
traction of the Segment of the Spheroid RMr. 
This Calculation being made, and Nm being fub- 
ftituted for N R, we (hall have — ' zt J for the Attrac- 
A • 5 e 4 
tiort of the Spheroid in N, according to the Direc- 
tion CX. 
Il " ‘ Problem VI. 
j ^ * i T* // * ' ( > ' ■ ^ v n • * ,7 ' * I * * * t y - ■ i * 
Th find the Attraction of a Corpufcle N, according 
to CX, towards an Ellipfoid BNEbe, comp of ed 
of Strata, the E)enfities of which are defined by 
the Equation D=frr+gr t 3. 
XI/ Take the Fluxion of the Quantity Lfjili, 
5 e ^ 
which exprefies the Attraction of the homogeneous 
Ellipfoid KLk, and you will have — 4 - for the 
Attraction of an infinitely little elliptick Orb 5 which 
being multiply’d by the Denfity D, gives ?cnfr 4 "^P r 
e * 
+ 
l c g nr ^l r , the Fluent of which ? cfnr *~^~ p 
5-f-pxe 4 
•, is the Attraction of the Spheroid 
2 c a n r 
e* 
?+q 
5 "d - x 4 . 
KLk, according to CX. Therefore the total At- 
traction of the Spheroid BNEbe. upon the Cor- 
pufeie N, according to the Direction CX, will be 
r I + P i + q 
s c f ne 1 r » 2cgne 1 \ 
5+p ~ 5+q - 
Now 
