gg AN ESSAY ON THE ROOTS OF INTEGERS, 



2'. And the sought number be multiplied into the whole figures now- 

 uppermost in the Rank of the Latus, and the product written in the Rank 

 of the Square opposite 758,593, the third period of the given number, 

 which stands in the Rank of the number, or Pulpit Diagram, and imme- 

 diately above 7,935, the upper number by Art. / in that Rank. 



3'. And the figures of this product, and that upper number be in 

 this situation added together, and the sum written opposite to and imme- 

 diately above the product. 



4'. And the sought number be multiplied into this sum, and the pro- 

 duct written in the Rank of the Cube opposite to 758,593, the third period 

 as before and immediately above 243,340, the upper number by Art. /in 

 that Rank. 



5'. And the figures of this product, and that upper number be in this 

 situation added together, and the sum written opposite to and immediately 

 above the product. 



6'. And the sought number be multiplied into this sum, and the pro- 

 duct written in the Rank of the Biquadrate opposite to 758,593, the third 

 period as before and immediately above 4,197,615, the upper number by 

 Art. y ,) in that Rank. 



7'. And the figures of this product, and that number be in this situa- 

 tion added together, and the sum written opposite to and immediately 

 above the product. 



8'. And the sought number be multiplied into this sum, and the 

 product written in the Rank of the Quadratus Cubi opposite to 758,593, 

 the third period as before and immediately above 38,618,058, the upper 

 number by Art. u',) in that Rank. 



