APPENDIX. 



645 



No. XIX. 

 TABLE OF COMPAK.-VHVF. PRICES OF WOOL. 



* R.ules for calculating the value of each quantity, when the price per 

 pound is not any number of even peace. 



1. If the increase be one f.irthin^, add to the sum found in the tahic, op- 

 posite to the given number of pence, 3d. fur the stone ; 7d. *or ti" 

 528 !b.; 8d. for Uie tod of ,'5'Jlb. ; and 5s. for the pack. Thus, 

 be <)^d. per Ib., the value of the stpoie will be 9s. 3d. ; of the tod of 28 Ib. it 

 will be 11. Is. 7d. ; of the tod of ,'J'J Ib. it will be 11. 4s. 8d. ; and of the pack, 

 it \vili be !)1. 5s. 



L'. If the Increase be one halfpenny, add to the sum found in the table, 

 opposite to the ^iven number of pence, 6d. for the stone : 1 1. 'Jd. for the tod 

 of 28 Ib.; Is. 4d. for the tod of .'32 Ib.; and IPs. tor t ; ie pack. Thus, if the 

 price be f?|d. per Ib., the value of the stone will be Us. Gd. ; of the tod of 

 8 Ib. will be 11. lCs.2d.; of the tod of 32 Ib. will be il. Is. 4d ; and of the 

 pack, it will be 1.1. 10s. 



3. If the increase be three farthings, add to the sum found in the table, 

 opposite to the given number of pence, 9d. for the stone ; Is. 9d. for the tod 

 of 28 ib. ; 2s. for the tod of 3- Ib. ; and 15s. Sd. for the pack. Thus, if the 

 price be 2s.0^d. per Ib., the value of the stone will be ll. 4s. 9d.; of the tod 

 of 28 Ib. it will be l. 1 Vs. 9d. ; of the tod of 32 Ib. it will be 3L 16s. ; and 

 of the pAck, it will be 2-il. 1 5s, 



T t 3 No, XX, 



