THe three Lines given are ABC, unto which it is required to find a fourth Pro∣portional Line. This is to perform the Rule of Three. As in the last Problem, you must draw two Right Lines, making any Angle at pleasure, as the Angle EFG; then take the Line A in your Compass, and set it from F to I; then take the Line B in your Compas∣ses, and set that from F to K; then take the third given Line in your Com∣passes, and set that from F to H, and from that Point H draw the Line H L, parallel to IK; So shall the Line FL be the third Proportional required.
Note, That these Lines are taken off a Scale, that is divided into 20 parts to an Inch: To do it Arithmetically say,
As FI is to FK: So is FH to FI.
〈 math 〉〈 math 〉
Here note, That in performance of the last Problem, That the first and third Terms, namely the Lines A and C, must be set upon one and the same Line, as here upon the Line FE, and the second Line B must be set upon the other Line FG, upon which Line also the fourth Proportion will be found.